Question

Please help fast

T+2/T-2=6/5 what is value of T

Answer 1

Hey friend,

Here is the solution :-

$\frac{t + 2}{t - 2} = \frac{6}{5} \\ \\ \: now \: by \: cross \: multiplication : \\ \\ 5(t + 2) = 6(t - 2) \\ \\ 5t + 10 = 6t - 12 \\ \\ 5t - 6t = - 12 - 10 \\ \\ - t = - 22 \\ \\ t = 22$

So, here we get T = 22.

✨I hope this will help you....✨

Answer 2

The solution is given below :

It is given that,

$\frac{t + 2}{t - 2} = \frac{6}{5}$

To find : The value of 't'

So, to find the value of t, we have to apply the method of cross multiplying the terms.

By cross multiplying the terms, we get,

$5(t + 2) = 6(t - 2)$

After this step, now we have to multiply the terms linearly and remove the brackets.

$5t + 10 = 6t - 12$

$5t - 6t = - 12 - 10$

$- t = - 22$

Cancelling the minus sign on both the sides, we get,

$t = 22$

Hence, the value of T is 22