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Problem 11

Factor each polynomial. If a polynomial cannot be…


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Problem 10

Factor each polynomial. If a polynomial cannot be factored, write prime. Factor out the greatest common factor as necessary.
$$s^{2}+2 s t-35 t^{2}$$


$s^{2}+2 s t-35 t^{2}=(s-5 t)(s+7 t)$



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Video Transcript

we're asked to factor this train A meal here. The first term is that skirt. So that means are factors must both start with us. The last term is negative. 35 t squared. So numbers must be something. Multiply tea and another number multiplied by t. And those two numbers here must multiply together to be negative 35 and add together to be positive too. So if we list are factors of negative 35 impairs, we would have negative one comma Positive. 35 native five Positive seven Negative seven Positive five The negative 35 Positive one. So out of these pears on Lee the negative five comma seven Multiply together. Sorry. Ad together to be positive too. So this means are factors Air s minus five T and s plus 70

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