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OpenStudy (bahrom7893):
= 0 ?
OpenStudy (bahrom7893):
56s^2+23s-63 = 0?
OpenStudy (anonymous):
Nope have to factor this out. I know the common denominator is 7 but I get lost and confused after that .
OpenStudy (bahrom7893):
oh just use the discriminant..
OpenStudy (bahrom7893):
D = b^2 - 4ac
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OpenStudy (anonymous):
(7s+9)(8x-7) if I did it right.
OpenStudy (anonymous):
Ok this is what I get
56s^2+23s-63
(56s+ )(s- )
OpenStudy (anonymous):
oops I meant for the second one to be an s as well
OpenStudy (bahrom7893):
D = 529 + 14112
OpenStudy (anonymous):
Now got to figure out what the numbers are for the remaining. I know that 9*7 is 63 But when you work it into the problem and then use the foil method I dont get the 23s in the middle
Have also tried 12*3
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OpenStudy (bahrom7893):
x1 = (- 23 - 121)/(2*56) = 9/7
OpenStudy (anonymous):
(7s+9)(8s-7)
OpenStudy (bahrom7893):
x2 = (- 23 + 121)/(2*56) = 7/8
OpenStudy (anonymous):
TBates you rock!!!!!
OpenStudy (anonymous):
I used the quadratic equation to find one of the zeros and worked backwards to get the factors.
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OpenStudy (anonymous):
Thank you thank you thank you !
OpenStudy (bahrom7893):
well that's what i suggested.. wasn't it?
OpenStudy (bahrom7893):
(x - 9/7)(x - 7/8)
OpenStudy (anonymous):
That it is. The quadratic formula will always work!