Math, asked by nishthachhajer6817, 1 year ago

The product of two 2digit number is 1938. if the product of their units digit is 28 and that of their tens digit is 15 find the number

Answers

Answered by alinakincsem
82

Factor 1938.

1938 = 2 x 969 = 2 x 3 x 323 = 2 x 3 x 17 x 19.

The two desired numbers are products of these factors.

Since the product of the unit's digits is 28, a little trial inspection leads to

(3x19) and (2x17), i,e, 57 and 34,

which satisfy the ten's digit rule as well.

So the numbers are 34 and 57

Answered by sw4ger
2

Factor 1938.

79

1938 = 2 x 969 = 2 x 3 x 323 = 2 x 3 x 17 x 19.

The two desired numbers are products of these factors.

Since the product of the unit's digits is 28, a little trial inspection leads to

(3x19) and (2x17), i,e, 57 and 34,

which satisfy the ten's digit rule as well.

So the numbers are 34 and 57

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