How do you simplify $6 (t + 3) + 8 - 5 (t + 2)$ $6 (t+3) + 8 - 5(t + 2)$ ?

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Answer 1 · 2015-11-03T15:24:36

$= t + 16$ $=color(blue)(t +16$

$6 (t + 3) + 8 - 5 (t + 2)$ $6(t+3)+8-5(t+2)$

$= 6 t + 6 \cdot 3 + 8 - 5 t + (- 5) \cdot 2$ $=6t+6*3+8-5t +(-5) *2$

$= 6 t + 18 + 8 - 5 t - 10$ $=6t+18+8-5t -10$

$= 6 t - 5 t - 10 + 18 + 8$ $=6t-5t -10 +18+8$

$= t - 10 + 26$ $=t -10 +26$

$= t + 16$ $=color(blue)(t +16$

How do you simplify 6(t+3)+8−5(t+2)6 (t+3) + 8 - 5(t + 2)?