Math, asked by shantanusingh04, 5 months ago

I have 108 erasers and 432 pencils.I have to separate them into packages of equal number of units of pencil and eraser,where 1 eraser is one unit and three pencils is one unit.The maximum possible number of units in each package is.

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Answered by amitnrw

Given : I have 108 erasers and 432 pencils.I have to separate them into packages of equal number of units of pencil and eraser,where 1 eraser is one unit and three pencils is one unit.

To Find : The maximum possible number of units in each package

Solution:

108 erasers

1 eraser is one unit

Hence 108 units

432 pencils.

three pencils is one unit.

Hence 432/3 = 144 units

108 and 144

HCF = 36

Maximum 36 units are possible in Each package

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I have 108 erasers and 432 pencils.I have to separate them into packages of equal number of units of pencil and eraser,where 1 eraser is one unit and three pencils is one unit.The maximum possible number of units in each package is.​

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I have 108 erasers and 432 pencils.I have to separate them into packages of equal number of units of pencil and eraser,where 1 eraser is one unit and three pencils is one unit.The maximum possible number of units in each package is.