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Pinlon Math

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    Math question for lvl 5,6
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  • Rodney bought 5 pens and 2 calculators for $17.60.If 2 pens and 2 calculators cost $14, find the cost of 4 such pens.
    $4.80
  •  25
  • 2.54 is 3.29 less than ___________________.
    5.83
  •  15
  • Jack's height is 1.89 m and Frank is 0.23 m shorter than Jack. If Sean is half as tall as Frank, how tall is Sean?
    0.83m
  •  25
  • In a school, there are 468 girls. There are thrice as many girls as boys. How many children are there together?
    624
  •  20
  • The sum of 24 hundreds, 325 tens and 3724 when rounded off to the nearest hundred is _______________.
    9400
  •  15
  • A box of pencils cost $2. Sam bought 165 such boxes and had $102 left. How much did he have at first?
    $432
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  • A rectangular piece of land measures 50 m by 38 m. 1/5 of the land is planted with hibiscus plants. What area of the field is not planted with hibiscus plants?
    1520 m2
  •  20
  • Sean's daily allowance is $63. He spends 4/7 of it every day and saves the rest. How much does he save in a week?
    $189
  •  20
  • Add 28.56 to the difference between 60.9 and 43.51. Round off the answer to 1 decimal place.
    46.0
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  • Mary's mass is 56.14 kg. Jennifer is 12.8 kg lighter than Mary. If jasmine is 14.66 kg heavier than Jennifer, find Jasmine's mass.
    58kg
  •  20
  • Dennis used 3.8L of paint to paint the first room, 4.2 L of paint to paint the second room and had 5L left. How much paint did he have at first?at
    13 L
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  • Sam is 1.83 m tall. Jim is 0.23m shorter than Sam. If Chris is 3/4 the height of Jim, find Chris' height.
    1.2m
  •  20
  • The second hand of a clock move from 4 to 11. How many seconds had passed??
    35 seconds
  •  15
  • Samuel had 206 more sweets than Kumar. If he gave 28 sweets to Kumar, he would have 4 times as many sweets as Kumar. How many sweets did Samuel have at first?
    228 sweets
  •  20
  • In the sum of 328, 2046 and 5193, the place value of the digit 5 in the answer is _____________.
    Hundreds
  •  15
  • Find the product of the first three multiples of 7.
    2058
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