All High School Math Resources
Example Questions
Example Question #1571 : High School Math
Factor the following polynomial:
Begin by rearranging the terms to group together the quadratic:
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Now, convert the quadratic into a square:
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Finally, distribute the :
Example Question #1572 : High School Math
Factor the following polynomial:
Begin by extracting  from the polynomial:
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Now, rearrange to combine like terms:
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Extract the like terms and factor the cubic:
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Simplify by combining like terms:
Example Question #1573 : High School Math
Factor the following polynomial:
Begin by extracting  from the polynomial:
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Now, rearrange to combine like terms:
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Extract the like terms and factor the cubic:
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Simplify by combining like terms:
Example Question #1 : Write A Polynomial Function From Its Zeros
Consider the equation .
According to the Rational Zeroes Theorem, if  are all integers, then, regardless of their values, which of the following cannot be a solution to the equation?
By the Rational Zeroes Theorem, any rational solution must be a factor of the constant, 6, divided by the factor of the leading coefficient, 14.Â
Four of the answer choices have this characteristic:
is in lowest terms, and 3 is not a factor of 14. It is therefore the correct answer.
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