The product of two numbers is 2197. If one of the numbers is 13 times then find another number.
Given: Product of two numbers is 2197, one number is 13 times the other
To do: Find the other number
Solution:
Let one number be $x$
Second number must be 13 times $x = 13x$
$x \times 13 x = 2197$ [product of two numbers is 2197]
$13 x^2=2197$
$x^2=\frac{2197}{ 13}$
$x^2=169$
$x=13$
So, first number is 13 and second number is 13$\times$13
So, 13 and 169 are the two numbers
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