Question

If t and x are integers, what is the value of x ? \small \left ( 1 \right )\frac{x^{2}}{t^{2}}=\frac{4}{9} \small \small \left ( 2 \right )x> 0 and \small t>0

Answer 1

X = 2

Explanation:

(x^2)/(t^2) = 4/9

it is assumed that both x and t are integers (i.e 1,2,3,4,...) and also greater than 0 (i.e positive integers).

since the equation is already in fraction form, we can simply find the square root of both 4 and 9 to find the value of both x and t.

our final answer will be 2 and 3 for both x and t respectively.