Question

The area of a rectangular tile needs to be 64 cm. In how
many ways can you make such tiles such that the length
of the tile is greater than the breath? (Assume
that length and breadth are both whole number values.)​

Answer 1

Given : The area of a rectangular tile needs to be 64 cm²

length and breadth are both whole number values

To find : . In how  many ways can you make such tiles such that the length

of the tile is greater than the breath

Solution:

Area of tile = 64 cm²

Area of tile = length * breadth

length and breadth are both whole number values

64 =  1 * 64

        2  * 32

        4  * 16

        8  * 8

as Length > Breadth

Hence possible combinations are:

( 16 , 4 ) , ( 32 , 2) , ( 64 , 1)

Hence 3 ways rectangular tiles can be made

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Answer 2

Answer:

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