Solve t + 1/2 + t_3/3 = 2t + 5/6
Answers
Answered by
1
Answer:
4
Step-by-step explanation:
t +1 /2 - t-3 /3 = 2t + 5/6
3t +3 - 2t + 6 = 2t +5
t +9 = 2t +5
9-5 = 2t - t
4 = t
Answered by
1
Answer:
Step-by-step explanation:
t+1/2 + (t - 3)/3 = 2t + 5/6
LHS
LCM = 6
[ 6t + 3 + 2(t-3) ] / 6
(6t + 3 + 2t - 6)/6
(8t - 3) / 6
RHS
LCM = 6
(6 x 2t + 5) / 6
(12t +5)/6
LHS = RHS
(8t-3)/6 = (12t + 5)/6
8t - 3 = 12t +5 [ you can simplify the denominator..so here, you will get 1 in the denominator]
8t - 12t = 5+3
-4t = 8
t = 8/-4
t = - 2
I hope this will be helpful
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