Question

the product of two numbers is 5292.if one number is 3 times the other , find the number

Answer 1

Hi ,




Let other number be X.



One number = 3X





Product of two numbers = 5292



One number × Other number = 5292



X × 3X = 5292



3X² = 5292



X² = 5292/3



X² = 1764



X = ✓1764



X = 42



Hence,


Numbers are : 42 and 126

Answer 2

The value of both the numbers are 42 and 126.

Step-by-step explanation:

According to the given information, the product of two numbers is given as 5292.

Let x and y be the two numbers. Now, the product of x and y, according to the given information, is 5292.

Thus, x*y = 5292.

Again, given that, one number is 3 times the other.

Let y = 3x.

Then, the equation becomes,

x*3x = 5292

Or, 3$x^{2}$  = 5292

Or, $x^{2}$ = 1764

Or, $x = \sqrt{1764}$

Or, $x = 42$

The value of one number is 42 and the other number is y = 3*  42 = 126.

Thus, the value of both the numbers are 42 and 126.

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