Reverse the roles of the variabes by solving a = 4 b c + b a for b.a. b = a ( 4 c + a )b. b = ? a ?&lt;/ ( 4 c + a )c. b = 2 a + 4 cd. b = 4 a c

Step 1 a = 4 b c + b aSolve for bStep 2 ⇒ 4 b c + b a = a ⇒ b ( 4 c + a ) = a ⇒ b = a 4 c + a

We have an answer to "Reverse the roles of the variabes by solving..."

amacorrit80

2022-07-28

Reverse the roles of the variabes by solving

a = 4 b c + b a

for b.
a.

b = a (4 c + a)

b = ? a ?</(4 c + a)c.b = 2 a + 4 cd.b = 4 a c

Mireya Hoffman

Beginner2022-07-29Added 14 answers

Step 1

a = 4 b c + b a

Solve for b
Step 2

\Rightarrow 4 b c + b a = a

\Rightarrow b (4 c + a) = a

\Rightarrow b = \frac{a}{4 c + a}

Do you have a similar question?

Recalculate according to your conditions!

Didn't find what you were looking for?