Math Class 5 – Fraction Word Problem

  1. Of the 105 children in 5th grade, 4/5 went to school picnic. How many students went to school picnic in all?
  2. Naman has 96 sweets in a bag. He keeps 2/4 of them for himself and shares the rest with friends. How many sweets will he give to his friends?
  3. A baker is making cakes for a big party. She uses 1/4 cup of oil for each cake. How many cakes can she make if she has a bottle of oil that has 15 cups in it?
  4. There was a bowl with 180 candies in it. Naman, Vihan, and Duggu the bowl. Naman ate 2/12 of the candies, Vihan ate 3/12 and Duggu ate 5/12 of the candies. How many candies were left?
  5. To bake a loaf bread requires 2/5 kilograms of flour. How many loaves of bread can a baker make if he has 40 kilograms of flour?
  6. The city park is 8 3/5 km from school. The city stadium is 4 3/10 km from the same school. How much farther from the school is the park than the stadium?
  7. There are 7/8 kilograms of salt in the kitchen. Mrs. Singh used 2/15 of the salt when she was preparing dinner. How much salt did she use?
  8. Naman decided to run every day to keep himself healthy. He ended up running 4/5 of a kilometer every day. How much did he run in a week?
  9. It takes Olivia one minute to swim 1/60 of a kilometer. How far can she swim in 12 minutes?
  10. A 2-liter pitcher of juice was poured into 8 cups. How much juice was in each cup?
  11. Mrs. Singh used 1/2 pound of peppers and 1/15 pound of cheese to make 3 pizzas. If she uses the same recipe to make 5 pizzas, how much cheese is needed?
  12. An auto shop installed a new automatic system to do paint jobs for cars. The system can paint 6 cars in 1/4 hour. How long does it take to paint one car?
  13. A drum full of rice weighs 6 2/3 kg. If the empty drum weighs 2 1/2 kg. Find the weight of rice in the drum?
  14. Vihan was very thirsty and drank 2 glasses of water. There was 3/7 liter of water in the 1st glass and 3/8 liter In the 2nd glass. How much water did Vihan drink altogether?
  15. Mother bought 3 1/6 kg of sugar. She used 2 1/4 kg while baking cookies. How much sugar did she have left?
  16. A pizza has a mass of 1 1/5 kg. A cake has a mass of 1,300 grams. Which is heavier, the pizza or the cake?

Math Class 5 – Fraction & Decimal – Multiple Option Questions

I. Smallest & Greatest fraction with same denominator

  1. Among the following fractions , which one is the greatest and smallest? a) 21/5 b) 3/5 c) 4/5 d) 5/5
  2. Identify the largest and smallest fraction : a) 1/4 b) 2/4 c) 8/4 d) 4/4
  3. Which of the following fractions is the greatest & smallest ? a) 27/72 b) 30/72 c) 19/72 d) 31/72
  4. Determine the greatest & smallest fraction among the given options a) 12/90 b) 81/90 c) 54/90 d) 75/90
  5. Find the largest and smallest fraction from the following options : a) 3/8 b) 4/8 c) 5/8 d) 6/8

II. Greatest & smallest fraction with different denominator

  1. Which of the following fractions is the greatest & smallest ? a) 3/4 b) 5/6 c) 7/8 d) 9/10
  2. Determine the largest & smallest fraction among the given options: a) 21/30 b) 41/50 c) 11/30 d) 31/50
  3. Among the fractions listed below, which one is the largest & smallest ? a) 1/2 b) 2/3 c) 3/4 d) 4/5
  4. Find the greatest & smallest fraction from the following: a) 7/9 b) 5/3 c) 4/3 d) 8/9

III. Decimal form of fraction

  1. What is the decimal form of the fraction 42/1000? a) 0.042 b) 0.420 c) 0.0042 d) 0.00402
  2. Determine the decimal representation of the fraction 1078/1000. a) 1.0078 b) 1.078 c) 1.78 d) 1.00078
  3. What is the decimal equivalent of the fraction 125/1000? a) 0.012 b) 0.0125 c) 0.125 d) 0.00125
  4. Find the decimal form of the fraction 2037/1000. a) 0.237 b) 0.0237 c) 0.00237 d) 0.000237
  5. Determine the decimal representation of the fraction 602/1000. a) 0.000602 b) 0.06 c) 0.00602 d) 0.602
  6. What is the decimal equivalent of the fraction 815/100? a) 0.815 b) 0.0815 c) 8.15 d) 0.00815
  7. Find the decimal form of the fraction 2/1000. a) 0.2 b) 0.002 c) 0.02 d) 0.0002
  8. Determine the decimal representation of the fraction 344/10000. a) 0.344 b) 0.0344 c) 0.00344 d) 0.000344
  9. What is the decimal equivalent of the fraction 598/1000? a) 0.598 b) 0.0598 c) 0.00598 d) 0.000598
  10. Find the decimal form of the fraction 721/10. a) 0.721 b) 0.0721 c) 7.21 d) 72.1

IV. Tenth , Hundredth and Thousandth Place

  1. In the number 75.832, the digit in the thousandths place is _______. a) 8 b) 3 c) 2 d) 7
  2. In the decimal 92.746, what digit occupies the hundredths place? a) 2 b) 4 c) 7 d) 6
  3. What is the digit in the thousandths place in the number 124.579? a) 7 b) 5 c) 9 d) 1
  4. Identify the digit in the hundredths place in the decimal 53.819. a) 1 b) 8 c) 9 d) 3
  5. In the decimal 387.426, which digit is in the thousandths place? a) 6 b) 2 c) 4 d) 3
  6. What digit occupies the hundredths place in the number 248.705? a) 7 b) 0 c) 5 d) 8
  7. Determine the digit in the thousandths place in the decimal 641.289. a) 8 b) 9 c) 2 d) 1
  8. In the decimal 529.364, what is the digit in the hundredths place? a) 6 b) 2 c) 3 d) 4
  9. What digit is in the thousandths place in the number 413.927? a) 2 b) 9 c) 3 d) 7
  10. Identify the digit in the hundredths place in the decimal 867.503. a) 0 b) 5 c) 3 d) 7

    Math Class 5 – Measurement , Area & Perimeter Problems – Exam Preparation

    Math Class 5 – Measurment in length – Conversion Problem
    Math Class 5 – Measurement of Mass – Conversion Problems
    Math Class 5 – Measurement of Capacity – Conversion Problem
    Math Class 5 – Measure of Mass – Addition Problems
    Math Class 5 – Measurement of Time – Conversion Problems
    Math Class 5 – Measurement of Time – Addition & Subtraction
    Math Class 5 – Area and Perimeter Problems

    Math Class 5 – Area and Perimeter Problems

    Area & Perimeter

    1. The area of a rectangle is 224 sq. cm and its length is 16 cm. Find the breadth.
    2. The perimeter of the square is 88 cm. Its area is _______.
    3. The length of a rectangle is 18 cm and its breadth is 45 cm. Then its area is ________.
    4. Fill in the blanks: Breadth of a rectangle = Area/_______.
    5. Find the perimeter of rectangle whose length is 90 cm and breadth is 30 cm.
    6. Find the area and perimeter of figure :
    7. Find the area of shaded portion in the figure :
    8. Write the missing numbers in below table
    Length ( m )Breadth (m)Area of rectangle ( sq. m )
    1020
    13156
    25225
    Area

    9. Write the missing numbers in below table

    Length ( feet )Breadth (feet)Perimeter of rectangle ( feet )
    1410
    10210
    25100
    Perimeter

    10. Find the perimeter of below figure

    11. Find the area and perimeter of a square with side length 12 cm.

    12. Find the area and perimeter of a rectangle with length 16 cm and width 11 cm.

    13. Find the area and perimeter of a square with side length 30 cm.

    14. Find the area and perimeter of a rectangle with length 24 cm and width 7 cm.

    15. Find area and perimeter of below figures

    a.

    b.

      Math Class 5 – Measurement of Time – Addition & Subtraction

      I. Time Addition

      1. Add: 35 minutes 25 seconds + 15 minutes 5 seconds
      2. Add: 42 minutes 10 seconds + 8 minutes 55 seconds
      3. Add: 50 minutes 8 seconds + 0 minutes 59 seconds
      4. Add: 28 minutes 55 seconds + 14 minutes 20 seconds
      5. Add: 37 minutes 40 seconds + 19 minutes 50 seconds
      6. Add: 45 minutes 15 seconds + 27 minutes 30 seconds
      7. Add: 21 minutes 45 seconds + 11 minutes 55 seconds
      8. Add: 33 minutes 28 seconds + 16 minutes 35 seconds
      9. Add: 29 minutes 10 seconds + 13 minutes 45 seconds
      10. Add: 38 minutes 55 seconds + 22 minutes 27 seconds
      11. Add: 26 minutes 30 seconds + 10 minutes 20 seconds
      12. Add: 48 minutes 40 seconds + 19 minutes 15 seconds
      13. Add: 34 minutes 50 seconds + 17 minutes 55 seconds
      14. Add: 0 minutes 25 seconds + 20 minutes 55 seconds
      15. Add: 27 minutes 15 seconds + 14 minutes 40 seconds

      II. Time Addition

      1. Add: 3 years 10 months + 5 years 8 months
      2. Add: 7 years 4 months + 2 years 3 months
      3. Add: 4 years 6 months + 9 years 2 months
      4. Add: 8 years 9 months + 3 years 11 months
      5. Add: 6 years 2 months + 4 years 5 months
      6. Add: 2 years 11 months + 5 years 6 months
      7. Add: 5 years 3 months + 7 years 9 months
      8. Add: 1 year 8 months + 6 years 4 months
      9. Add: 9 years 1 month + 3 years 7 months
      10. Add: 6 years 11 months + 4 years 3 months

      III. Time Subtraction

      1. Subtract: 45 minutes 30 seconds – 25 minutes 15 seconds
      2. Subtract: 28 minutes 10 seconds – 12 minutes 45 seconds
      3. Subtract: 50 minutes 48 seconds – 22 minutes 29 seconds
      4. Subtract: 36 minutes 15 seconds – 17 minutes 34 seconds
      5. Subtract: 42 minutes 55 seconds – 19 minutes 40 seconds
      6. Subtract: 33 minutes 5 seconds – 14 minutes 9 seconds
      7. Subtract: 48 minutes 45 seconds – 26 minutes 50 seconds
      8. Subtract: 57 minutes 5 seconds – 38 minutes 25 seconds
      9. Subtract: 30 minutes 25 seconds – 11 minutes 9 seconds
      10. Subtract: 55 minutes 2 seconds – 39 minutes 45 seconds

      IV. Time Subtraction

      1. Subtract: 10 years 9 months – 4 years 7 months
      2. Subtract: 8 years 5 months – 3 years 2 months
      3. Subtract: 12 years 3 months – 5 years 10 months
      4. Subtract: 6 years 11 months – 1 year 8 months
      5. Subtract: 9 years 6 months – 2 years 4 months
      6. Subtract: 11 years 8 months – 6 years 5 months
      7. Subtract: 15 years 2 months – 7 years 9 months
      8. Subtract: 13 years 11 months – 9 years 3 months
      9. Subtract: 18 years 6 months – 12 years 10 months
      10. Subtract: 20 years 3 months – 15 years 7 months

      Math Class 5 – Measurement of Time – Conversion Problems

      The given content involves converting time measurements between hours, minutes, and seconds. It includes tasks such as converting hours and minutes to minutes, minutes to hours and minutes, minutes and seconds to seconds, and seconds to minutes and seconds. Each conversion requires precision in calculating the time units accurately and effectively.

      I. Convert hours and minutes to minutes

      1. Change 7 hours 30 minutes to minutes.
      2. Change 3 hours 15 minutes to minutes.
      3. Change 9 hours 20 minutes to minutes.
      4. Change 6 hours 50 minutes to minutes.
      5. Change 4 hours 10 minutes to minutes.
      6. Change 8 hours 55 minutes to minutes.
      7. Change 2 hours 35 minutes to minutes.
      8. Change 10 hours 45 minutes to minutes.
      9. Change 5 hours 15 minutes to minutes.
      10. Change 3 hours 50 minutes to minutes.
      11. Change 6 hours 25 minutes to minutes.
      12. Change 9 hours 30 minutes to minutes.
      13. Change 2 hours 40 minutes to minutes.
      14. Change 8 hours 5 minutes to minutes.
      15. Change 4 hours 55 minutes to minutes.

      II. Covert minutes to hours and minutes

      1. Change 125 minutes to ___ hours and ___ minutes.
      2. Change 287 minutes to ___ hours and ___ minutes.
      3. Change 198 minutes to ___ hours and ___ minutes.
      4. Change 354 minutes to ___ hours and ___ minutes.
      5. Change 219 minutes to ___ hours and ___ minutes.
      6. Change 402 minutes to ___ hours and ___ minutes.
      7. Change 163 minutes to ___ hours and ___ minutes.
      8. Change 541 minutes to ___ hours and ___ minutes.
      9. Change 275 minutes to ___ hours and ___ minutes.
      10. Change 386 minutes to ___ hours and ___ minutes.
      11. Change 442 minutes to ___ hours and ___ minutes.
      12. Change 315 minutes to ___ hours and ___ minutes.
      13. Change 498 minutes to ___ hours and ___ minutes.
      14. Change 349 minutes to ___ hours and ___ minutes.
      15. Change 174 minutes to ___ hours and ___ minutes.

      III. Convert minutes & seconds to seconds

      1. Change 7 minutes 20 seconds to seconds.
      2. Change 15 minutes 45 seconds to seconds.
      3. Change 3 minutes 55 seconds to seconds.
      4. Change 9 minutes 30 seconds to seconds.
      5. Change 12 minutes 10 seconds to seconds.
      6. Change 6 minutes 25 seconds to seconds.
      7. Change 8 minutes 50 seconds to seconds.
      8. Change 4 minutes 15 seconds to seconds.
      9. Change 11 minutes 40 seconds to seconds.
      10. Change 14 minutes 5 seconds to seconds.
      11. Change 5 minutes 35 seconds to seconds.
      12. Change 13 minutes 50 seconds to seconds.
      13. Change 2 minutes 45 seconds to seconds.
      14. Change 16 minutes 15 seconds to seconds.
      15. Change 1 minute 55 seconds to seconds

      IV. Convert seconds to minutes & seconds

      1. Change 180 seconds to ____ minutes and ____ seconds.
      2. Change 365 seconds to ____ minutes and ____ seconds.
      3. Change 486 seconds to ____ minutes and ____ seconds.
      4. Change 600 seconds to ____ minutes and ____ seconds.
      5. Change 758 seconds to ____ minutes and ____ seconds.
      6. Change 897 seconds to ____ minutes and ____ seconds.
      7. Change 945 seconds to ____ minutes and ____ seconds.
      8. Change 1130 seconds to ____ minutes and ____ seconds.
      9. Change 1200 seconds to ____ minutes and ____ seconds.
      10. Change 1320 seconds to ____ minutes and ____ seconds.
      11. Change 1440 seconds to ____ minutes and ____ seconds.
      12. Change 1000 seconds to ____ minutes and ____ seconds.
      13. Change 45 seconds to ____ minutes and ____ seconds.
      14. Change 185 seconds to ____ minutes and ____ seconds.
      15. Change 235 seconds to ____ minutes and ____ seconds.

      Math Class 5 – Measure of Mass – Addition Problems

      Sarah bought a total of 9 kg 798 g of fruits. Alex purchased a total of 5 kg 70 g of fruits. David bought a total of 15 kg 515 g of fruits. Emma purchased a total of 4 kg 190 g of fruits. James bought a total of 12 kg 210 g of fruits. Lily purchased a total of 14 kg 910 g of fruits. Ethan bought a total of 11 kg 129 g of fruits. Mia purchased a total of 12 kg 304 g of fruits. Jack bought a total of 13 kg 940 g of fruits. Sophia purchased a total of 14 kg 60 g of fruits. Olivia bought a total of 12 kg 130 g of fruits. William purchased a total of 12 kg 120 g of fruits. Ava bought a total of 12 kg 210 g of fruits. Noah purchased a total of 14 kg 65 g of fruits. Isabella bought a total of 12 kg 350 g of fruits.

      1. Sarah bought 5 kg 750 g of bananas and 3 kg 48 g of oranges. What is the total weight of the fruits bought by her?
      2. Alex purchased 4 kg 920 g of grapes and 150 g of strawberries. What is the total weight of the fruits bought by him?
      3. David bought 6 kg 35 g of mangoes and 9 kg 480 g of pineapples. What is the total weight of the fruits bought by him?
      4. Emma purchased 3 kg 520 g of watermelons and 670 g of peaches. What is the total weight of the fruits bought by her?
      5. James bought 7 kg 820 g of papayas and 4 kg 390 g of kiwis. What is the total weight of the fruits bought by him?
      6. Lily purchased 9 kg 270 g of apples and 5 kg 640 g of bananas. What is the total weight of the fruits bought by her?
      7. Ethan bought 8 kg 120 g of oranges and 3 kg 9 g of grapes. What is the total weight of the fruits bought by him?
      8. Mia purchased 5 kg 485 g of strawberries and 6819 g of mangoes. What is the total weight of the fruits bought by her?
      9. Jack bought 6 kg 380 g of pineapples and 7 kg 560 g of watermelons. What is the total weight of the fruits bought by him?
      10. Sophia purchased 4 kg 750 g of peaches and 9 kg 310 g of papayas. What is the total weight of the fruits bought by her?
      11. Olivia bought 7 kg 240 g of kiwis and 4 kg 890 g of oranges. What is the total weight of the fruits bought by her?
      12. William purchased 3 kg 670 g of bananas and 8 kg 450 g of strawberries. What is the total weight of the fruits bought by him?
      13. Ava bought 5 kg 320 g of watermelons and 6 kg 890 g of grapes. What is the total weight of the fruits bought by her?
      14. Noah purchased 9 kg 488 g of papayas and 4 kg 577 g of mangoes. What is the total weight of the fruits bought by him?
      15. Isabella bought 8 kg 610 g of kiwis and 3 kg 740 g of peaches. What is the total weight of the fruits bought by her?

      Math Class 5 – Measurement of Capacity – Conversion Problem

      I. Convert ml to l

      1. Convert 8270 ml into l.
      2. Convert 5 ml into l.
      3. Convert 3760 ml into l.
      4. Convert 9150 ml into l.
      5. Convert 5713 ml into l.
      6. Convert 2846 ml into l.
      7. Convert 20 ml into l.
      8. Convert 7498 ml into l.
      9. Convert 985 ml into l.
      10. Convert 5632 ml into l.
      11. Convert 8275 ml into l.
      12. Convert 4863 ml into l.
      13. Convert 392 ml into l.
      14. Convert 56 ml into l.

      II. Convert l to ml

      1. Convert 8.275 l into ml.
      2. Convert 4.92 l into ml.
      3. Convert 3.76 l into ml.
      4. Convert 0.725 l into ml.
      5. Convert 0.01 l into ml.
      6. Convert 2.84 l into ml.
      7. Convert 0.002 l into ml.
      8. Convert 7.453 l into ml.
      9. Convert 3.98 l into ml.
      10. Convert 5.63 l into ml.
      11. Convert 8.27 l into ml.
      12. Convert 4.86 l into ml.
      13. Convert 7.391 l into ml.
      14. Convert 0.2 l into ml.
      15. Convert 0.18 l into ml.

      III. Convert l & ml to ml

      1. 4 l 560 ml = _____ ml
      2. 5 l 32 ml = _____ ml
      3. 2 l 910 ml = _____ ml
      4. 6 l 8 ml = _____ ml
      5. 8 l 150 ml = _____ ml
      6. 7 l 890 ml = _____ ml
      7. 1 l 430 ml = _____ ml
      8. 9 l 260 ml = _____ ml
      9. 0 l 675 ml = _____ ml
      10. 5 l 980 ml = _____ ml
      11. 4 l 320 ml = _____ ml
      12. 3 l 210 ml = _____ ml
      13. 6 l 548 ml = _____ ml
      14. 7 l 87 ml = _____ ml
      15. 8 l 2 ml = _____ ml

      IV. Convert l & ml to l

      1. 4 l 0 ml = _____ l
      2. 5 l 840 ml = _____ l
      3. 2 l 95 ml = _____ l
      4. 6 l 724 ml = _____ l
      5. 8 l 150 ml = _____ l
      6. 7 l 890 ml = _____ l
      7. 1 l 430 ml = _____ l
      8. 9 l 260 ml = _____ l
      9. 2 l 670 ml = _____ l
      10. 5 l 9 ml = _____ l
      11. 4 l 329 ml = _____ l
      12. 3 l 210 ml = _____ l
      13. 6 l 54 ml = _____ l
      14. 7 l 870 ml = _____ l
      15. 0 l 420 ml = _____ l

      Math Class 5 – Measurement of Mass – Conversion Problems

      The content provides conversion exercises for kilograms (kg) and grams (g). It includes converting various weights from kg to g, kg to kg and g, and g to kg & g. Additionally, it presents the conversion of combined kg and g to kg, as well as standalone g to kg.

      I. Convert from kg to g

      1. Convert 3.2 kg into grams.
      2. Convert 8.7 kg into grams.
      3. Convert 0.95 kg into grams.
      4. Convert 0.3 kg into grams.
      5. Convert 0.001 kg into grams.
      6. Convert 0.06 kg into grams.
      7. Convert 7.4 kg into grams.
      8. Convert 1.8 kg into grams.
      9. Convert 6.2 kg into grams.
      10. Convert 3.9 kg into grams.
      11. Convert 5.5 kg into grams.
      12. Convert 2.35 kg into grams.
      13. Convert 8.0 kg into grams.
      14. Convert 0.7 kg into grams.
      15. Convert 12.09 kg into grams.

      II Convert kg into kg and g

      1. Convert 25.498 kg into kilograms and grams.
      2. Convert 37.832 kg into kilograms and grams.
      3. Convert 42.765 kg into kilograms and grams.
      4. Convert 19.345 kg into kilograms and grams.
      5. Convert 53.2 kg into kilograms and grams.
      6. Convert 28.956 kg into kilograms and grams.
      7. Convert 61.874 kg into kilograms and grams.
      8. Convert 12.789 kg into kilograms and grams.
      9. Convert 48.623 kg into kilograms and grams.
      10. Convert 36.29 kg into kilograms and grams.
      11. Convert 17.524 kg into kilograms and grams.
      12. Convert 59.431 kg into kilograms and grams.
      13. Convert 31.67 kg into kilograms and grams.
      14. Convert 45.892 kg into kilograms and grams.
      15. Convert 22.3 kg into kilograms and grams.
      16. Convert 0.7 kg into kg and g.
      17. Convert 0.84 kg into kg and g
      18. Convert 0.156 kg into kg and g

      III Convert to kg

      1. 3 kg 825 g = ____ kg
      2. 5 kg 367 g = ____ kg
      3. 8 kg 4 g = ____ kg
      4. 6 kg 753 g = ____ kg
      5. 4 kg 900 g = ____ kg
      6. 7 kg 615 g = ____ kg
      7. 9 kg 374 g = ____ kg
      8. 1 kg 498 g = ____ kg
      9. 3 kg 87 g = ____ kg
      10. 5 kg 726 g = ____ kg
      11. 2 kg 839 g = ____ kg
      12. 6 kg 215 g = ____ kg
      13. 4 kg 573 g = ____ kg
      14. 8 kg 64 g = ____ kg
      15. 7 kg 952 g = ____ kg

      IV Convert g to kg & g

      1. 3825 g = ___ kg ___ g
      2. 5367 g = ___ kg ___ g
      3. 8492 g = ___ kg ___ g
      4. 6753 g = ___ kg ___ g
      5. 4928 g = ___ kg ___ g
      6. 761 g = ___ kg ___ g
      7. 9374 g = ___ kg ___ g
      8. 1498 g = ___ kg ___ g
      9. 3287 g = ___ kg ___ g
      10. 5726 g = ___ kg ___ g
      11. 9 g = ___ kg ___ g
      12. 6215 g = ___ kg ___ g
      13. 4573 g = ___ kg ___ g
      14. 8364 g = ___ kg ___ g
      15. 7952 g = ___ kg ___ g

      V Convert g to kg

      1. 3825 g = ____ kg
      2. 5367 g = ____ kg
      3. 492 g = ____ kg
      4. 6753 g = ____ kg
      5. 4928 g = ____ kg
      6. 7615 g = ____ kg
      7. 4 g = ____ kg
      8. 1498 g = ____ kg
      9. 7 g = ____ kg
      10. 5726 g = ____ kg
      11. 2839 g = ____ kg
      12. 15 g = ____ kg
      13. 4573 g = ____ kg
      14. 64 g = ____ kg
      15. 952 g = ____ kg

      Math Class 5 – Measurment in length – Conversion Problem

      I. Convert into m

      1. Convert 8 m 40 cm into meters.
      2. Convert 12 m 75 cm into meters.
      3. Convert 5 m 3 cm into meters.
      4. Convert 15 m 20 cm into meters.
      5. Convert 9 m 5 cm into meters.
      6. Convert 6 m 90 cm into meters.
      7. Convert 11 m 35 cm into meters.
      8. Convert 4 m 25 cm into meters.
      9. Convert 14 m 60 cm into meters.
      10. Convert 3 m 80 cm into meters.
      11. Convert 7 m 6 cm into meters
      12. Convert 18 m 5 mm into meters
      13. Convert 4 m 35 mm into meters
      14. Convert 45 cm into meters
      15. Convert 45 mm into meters

      II. Convert into km

      1. Convert 8 km 500 m into kilometers.
      2. Convert 12 km 750 m into kilometers.
      3. Convert 5 km 300 m into kilometers.
      4. Convert 15 km 200 m into kilometers.
      5. Convert 9 km 500 m into kilometers.
      6. Convert 6 km 900 m into kilometers.
      7. Convert 11 km 350 m into kilometers.
      8. Convert 4 km 250 m into kilometers.
      9. Convert 14 km 600 m into kilometers.
      10. Convert 3 km 800 m into kilometers.
      11. Convert 5 km 40 m into kilometers.
      12. Convert 60 km 5 m into kilometers.
      13. Convert 800m into kilometers
      14. Convert 75m into kilometers
      15. Convert 4m into kilometers
      16. Convert 560 m into kilometers

      III. Convert from bigger unit Km to smaller unit

      1. Convert 4.5 km into meters.
      2. Convert 7.8 km into centimeters.
      3. Convert 3.2 km into millimeters.
      4. Convert 9.6 km into meters.
      5. Convert 5.3 km into centimeters.
      6. Convert 6.7 km into millimeters.
      7. Convert 2.9 km into meters.
      8. Convert 8.4 km into centimeters.
      9. Convert 1.6 km into millimeters.
      10. Convert 3.9 km into meters.
      11. Convert 5.2 km into centimeters.
      12. Convert 6.8 km into millimeters.
      13. Convert 2.4 km into meters.
      14. Convert 7.1 km into centimeters.
      15. Convert 9.3 km into millimeters.

      IV. Convert from bigger unit m to smaller unit

      1. Convert 4.5 m into millimeters.
      2. Convert 7.8 m into centimeters.
      3. Convert 3.2 m into millimeters.
      4. Convert 9.6 m into centimeters.
      5. Convert 5.3 m into millimeters.
      6. Convert 6.7 m into centimeters.
      7. Convert 2.9 m into millimeters.
      8. Convert 8.4 m into centimeters.
      9. Convert 1.6 m into millimeters.
      10. Convert 3.9 m into centimeters.
      11. Convert 5.2 m into millimeters.
      12. Convert 6.8 m into centimeters.
      13. Convert 2.4 m into millimeters.
      14. Convert 7.1 m into centimeters.
      15. Convert 9.3 m into millimeters.