Question

solve the following equations and check your answer :
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Answer 1

subtract 8/3 from both sides of the equation

t+8/3=t

t+8/3-8/3 =t-8/3

Answer 2

Answer :-

The value of t is 4 .

Step-by-step-Explaination :-

$\rm \dfrac{t + 8}{3} = t$

The 3 at the down will shift to right side of equal that is to t and as in left side it is in divided form . So, in right side it will be multiplied with t . So, that becomes

$\rightarrow \rm t + 8 = t \times 3$

$\rightarrow \rm t + 8 = 3t$

Now, For our betterment we can bring the 3t into left side and t+8 to right side . But remember there will be no change in sign in this case.

$\rightarrow \rm 3t = t + 8$

Now in the right side the t will come to left side and now there will be a change in sign and that is in right side it is positive so, in left side it will be negative.

$\rightarrow \rm 3t - t = 8$

Now , subtracting them

$\rightarrow \rm 2t = 8$

Now t will be 8 divided by 2 because in left side it is in the form of products so, as it will shift to right side it will be divided by . So,

$\longrightarrow \rm t = \cancel \dfrac{8}{2}$

So, value of t becomes

$\longrightarrow \rm t = \bf 4$

$\tt { \huge \therefore} \: \: The \: value \: of \: t \: becomes \: \bf 4$