Math question here. Please help me!

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$Solve for $x$: $$\dfrac{66-2^x}{2^x+3}=\dfrac{4-2^x}{2^{x+1}+6}$$$

Guest Dec 12, 2014

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Best Answer

(66 - 2^x) / ( 2^x + 3) = (4 - 2^x) / (2^(x+1) + 6)

The easiest way to solve this is to graph both sides and see if there are any points of intersection

In fact, there is an integer solution for "x"......!!!

CPhill Dec 12, 2014

CPhill · Answer 1 · 2014-12-12T01:58:36

(66 - 2^x) / ( 2^x + 3) = (4 - 2^x) / (2^(x+1) + 6)

The easiest way to solve this is to graph both sides and see if there are any points of intersection

In fact, there is an integer solution for "x"......!!!