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what the question wants ? find t or prove both sides are the same ?
t should be then any real number as the equation is an identity, i.e true for all values of t
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If you are trying to solve in the complex domain, then t can be any complex number too
3Xt+2= 3X3+2=15 15+t= 15+3=18
2X3+2t= 2X3+(2X3)= 2X3+6= 2X9= 18
Before brackets means you times that number by whatever results you get within the bracket.
So for the first side of the equation, it's 3 times the bracket. The bracket is t+2 which is 3+2 which results in 5 which times by 3 (the number before the bracket) is 15 and then you take what's after the bracket (in this case +t) which results in 15+3 which is 18. And the same process for the other side which ends you up with 18 as well.
c/p from yahoo answer
check for t=4 ----------
LHS : 3(t+2) +t = 22
RHS: 2(3+2t) = 22 again LOL..thats why I said its an identity !!
yess, its like trying an error. any number that will satisfy both sides of this equations.
If you are trying to solve in the complex domain...
All Complex Numbers