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3 votes
URGENT !! I WILL GIVE MANY POINTS

-12u+3=8v+1

write a formula for g(u) in terms of u

User Vortura
by
8.7k points

2 Answers

4 votes

Answer:

g(u)= -3/2u + 1/4

Explanation:

-12u + 3 = 8v +1

-12u + 3 -1 = 8v+1-1 (you would subtract 1 from both sides)

-12u+2 = 8v

1/8(-12u+2) = 8v X 1/8 (reduction of a fraction)

g(u) = -3/4u +1/4

User Ben Wheeler
by
7.4k points
3 votes

Answer:


g(u)&=(-6u+1)/(4)

Explanation:

Given equation:


-12u+3=8v+1

To write a formula for g(u), we need to solve the equation for v.

Begin by swapping sides:


8v+1=-12u+3

Subtract 1 from both sides of the equation:


8v+1-1=-12u+3-1


8v=-12u+2

Divide both sides of the equation by the highest common factor 2:


(8v)/(2)=(-12u+2)/(2)


4v&=-6u+1

Divide both sides of the equation by 4 to isolate v:


(4v)/(4)=(-6u+1)/(4)


v=(-6u+1)/(4)

Replace v with g(u):


g(u)=(-6u+1)/(4)

Therefore, the formula for g(u) is:


\large\boxed{\boxed{g(u)&=(-6u+1)/(4)}}

User MkWTF
by
7.7k points

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