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Find the inverse of g(x) = x^2-5x-6 Please show step by step please!
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let g(x)=y to look for the inverse function you need to switch x and y in the equation and solve the equation in terms of y\[y=x ^{2}-5x-6\] will be\[x=y ^{2}-5y-6\] now you need to arrange the equation in terms of y.
That's what I can't figure out! Can you show me how to arrange it step by step?
give me a sec.
okay (:
you just have to reverse the operations
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say you multiply the number and then add a number to it so to go back you subtract a number and then divide it
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