SOLUTION: choose values of x to show that
2x^2-32/x-4 cannot be simplified as 2x-8
Algebra.Com
Question 169416: choose values of x to show that
2x^2-32/x-4 cannot be simplified as 2x-8
Answer by EMStelley(208) (Show Source): You can put this solution on YOUR website!
Think about what would happen with x=4
RELATED QUESTIONS
Choose values of x to show that 2x^2-32/x-4 does not simplify to 2x-8. Then, simplify it... (answered by stanbon)
Some students simplify:
2x^2 - 32 / x-4 as 2x^2 - 32 / x-4 = 2x-8
Choose values of... (answered by stanbon)
Some students simplify, 2x^2-32/x-4 as 2x-8 and then it says choose values of x to show... (answered by Earlsdon)
some students simplify 2x^2-32/x-4 as 2x-8/x-4 =2x-8. choose values of x to mshow this is (answered by ptaylor)
some students simplify 2x^2-32/x-4 as 2x-8/x-4 =2x-8. choose values of x to mshow this is (answered by stanbon)
Some students simplify 2x^2 - 32 / X - 4 as
(2x) (8)
2x^2 - 32... (answered by Nate)
This is an annoying problem, I did solve it, but I got it wrong.
It says some students... (answered by solver91311)
simplified expression.
(x^2-16)/(2x+8)divide by... (answered by arallie)
What are the solutions of the quadratic equation?
2x^2 – 16x + 32
What I have so far... (answered by ReadingBoosters)