SOLUTION: Alright here is a tough one that I have been trying for an hour and can't seem to figure out.
(x-6)^2+(51-x)^2=9
Problem seemed easy enough but I can't see to solve for x and w
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-> SOLUTION: Alright here is a tough one that I have been trying for an hour and can't seem to figure out.
(x-6)^2+(51-x)^2=9
Problem seemed easy enough but I can't see to solve for x and w
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Question 155287: Alright here is a tough one that I have been trying for an hour and can't seem to figure out.
(x-6)^2+(51-x)^2=9
Problem seemed easy enough but I can't see to solve for x and when I isolate an equation on one side I end up getting huge numbers that are unworkable
Thanks for the help Found 3 solutions by checkley77, Earlsdon, scott8148:Answer by checkley77(12844) (Show Source):
You can put this solution on YOUR website! (x-6)^2+(51-x)^2=9
x^2-12x+36+2601-102x+x^2=9
2x^2-114x+2637-9=0
2x62-114x+2628=0
2(x^2-57x+1314)=0
Using the quadratic equation: we get:
x=(57+-sqrt[-57^2-4*1*1314])/281
x=(57+-sqrt[3249-5256])/2
x=(57+-sqrt[-2007])/2
x=(57+-44.8i)/2
x=57/2+-44.8i/2
x=28.5+-22.4i answer.
You can put this solution on YOUR website! Solve for x: Simplify. Combine like-terms. Subtract 9 from both sides. Factor out a 2. , so... Use the quadratic formula: Here, a = 1, b = -57, and c = 1314 Simplify. or
If you need the approximate answers, take the square roots as indicated: or
You can put this solution on YOUR website! FOILing __ x^2-12x+36+2601-102x+x^2=9 __ subtracting 9 __ 2x^2-114x+2628=0 __ dividing by 2 __ x^2-57x+1314=0