For what two values is this expression undefined? Type your answer as two integers separated by a comma, like this: -4, 12 x^2+x−2/x^2+9x−10
The two values that cause the denominator to be 0.
so -2, -10
no
Solve this equation: \[x^2+9x-10=0\]
i am not sure. really am not good with math.
Factor the left side.
im not sure, i cant seem to find the numbers in the factor
Think of two numbers: If you multiply them you get -10 What could the numbers possibly be?
-5,2 and -2,5
Are there any other possibilities?
-10,1 and -1,10
So you have 4 possibilities. Take each pair of numbers and add them together. Is one answer 9?
yes the -1 and 10
typo. the factors are x-1 and x+10
In other words. x^2+9x-10=(x-1)(x+10)
So if you set the denominator equal to 0 you have: \[x^2+9x-10=0\] \[(x-1)(x+10)=0\]
If the product of factors is 0, then at least one of the factors has to be 0. Set each factor equal to 0 and solve the two equations.
\[x-1=0\] \[x=1\] \[0\]
right
Yes. 1 is one of the numbers that will cause the denominator to be 0. Find the other one.
-10
this is what I got from solving the factor
Very good.
so thats the answer
There are two answers. They are 1 and -10
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