
Martin G. answered 07/08/15
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The equation has two equal roots if the discriminant equals 0
The discriminant is b2-4ac
In your case a=1, b=k+1, c=k+4
Plug those values in the formula for the discriminant...
(k+1)2-4(1)(k+4)=k2+2k+1-4k-16=k2-2k-15
For the discriminant to equal zero k must satisfy the equation k2-2k-15=0
Just solve the equation and you have the values for k.
Hope this helps!
The discriminant is b2-4ac
In your case a=1, b=k+1, c=k+4
Plug those values in the formula for the discriminant...
(k+1)2-4(1)(k+4)=k2+2k+1-4k-16=k2-2k-15
For the discriminant to equal zero k must satisfy the equation k2-2k-15=0
Just solve the equation and you have the values for k.
Hope this helps!

Jasmin C.
Thank You so much!
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07/09/15
Andrew M.
into (k-5)(k+3) = 0
This means you don't have to use the quadratic equation to solve this
07/09/15