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The Pythagorean Theorem is used to figure out the length of the hypotenuse of a triangle.

What does that have to do with factoring equations?

- :l: :flagcanada:
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The Pythagorean Theorem is used to figure out the length of the hypotenuse of a triangle.

 

What does that have to do with factoring equations?

 

- :l: :flagcanada:

 

Why do you think he said not to use it? :P

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I actually quite enjoy factoring heres a tip

 

Equation: -16t2+30t+4=0

 

Heres the trick: ac, so -16x4=-64

 

factor it out: (1,64) (2,32) (4,16) (8,8) find which one adds up to b but can multiply to ac, that leaves (2,32) because you can manipulate the 2 to become -2 and thus -2x32=-64 now write two thingies

 

-16t2+-2t+32t+4 4=c and the -2, and 32 get a variable.

 

add parenthesis:

(-16t2+-2)+(32t+4) factor those

 

pull the -2t out of the first one -2t(8t+1)+(32t+4)

pull 4 out of the second and you get -2t(8t+1)+4(8t+1)

Since the two equations match you can continue (8t+1)(-2t+4) and then you know the rest to solve

 

 

yeah this probably didn't do anything but oh well.

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Guest kopakanuva13

Posted

But I love the Pythagorean theorem! I'll use it when it's not relevant if I want to! =P
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