SOLUTION: b-b1=m(g-g1) I have to solve for m, and the ones next to the second b and second g are sub 1's but i didnt know how to type that, just clarifying.

SOLUTION: b-b1=m(g-g1) I have to solve for m, and the ones next to the second b and second g are sub 1's but i didnt know how to type that, just clarifying.

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Question 339504: b-b1=m(g-g1)

I have to solve for m, and the ones next to the second b and second g are sub 1's but i didnt know how to type that, just clarifying.
Answer by rfer(16322) (Show Source): You can put this solution on YOUR website!
m=(b-b1)/(g-g1)
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