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solve for x: (4-x)/(2x+7)(x-6)=0
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when is top 0?
what?
4-x=0
a.k.a the numerator right lagrange has it
x=4
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im confused. the problem said to find the zeros of the function and I put the function equal to 0. so is x=4 the only zero?
thats right
when x=4, is a zero of this function
but what about the denominator?
the denomiator has nothing to do with finding the zero of this function. If the denomiator is zero, this function is undefined at that value of x.
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wow duh its been awhile since ive done this lol
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