How do you solve #236= - 4( - 8v - 2) + 6v#?

1 Answer
Nov 10, 2016

The answer is #v = 6#

Explanation:

We can obtain the result by applying the distributive property to remove the parenthesis:

#236 = -4 (- 8 v - 2) + 6 v color(white) {.} rArr color(white) {.} 236 = 32 v + 8 + 6 v#

Then, we separate the unknowns from the constant numbers:

#236 - 8 = 32 v + 6 v color(white) {.} rArr color(white) {.} 228 = 38 v#

Finally, we clear the unknown by passing the coefficient dividing the other side of the equality:

#228 = 38 v color(white) {.} rArr color(white) {.} v = 228/38 = 6#