Root of equation help *question attached below* Will give medal
So I've already completed part a of this question and I used the Intermediate Value Theorem to show that this root exists, but I'm having some difficulty with part b. Should I draw a graph? Or discriminant?
HI!!
here is my guess take the derivative, and assert that on that interval the function is either strictly increasing or decreasing that is just a guess, i didn't do it
yeah that works!!
@iTiaax you got this?
Are we talking about stationery points?
hmmm no
if the derivative is positive over that interval, that means that on that interval the function is going up (increasing as the math teachers say)
if it is is strictly increasing then it cannot be zero twice
|dw:1422199203273:dw|
so for point b. i think you need to know in function of discriminant when a function will have just one root ok ?
because there are 3 cases when D. the discriminant is greater than zero so this result 2 different roots so when the D. discriminant is equal with zero what will result ? do you know it ?
so this is what you need to know and using for point b. ok ?
can you calcul it now ?
can you calcul the discriminant ?
so there are x^2 +kx -1 =0 yes ?
so you dont like cooperate nothing than i not can help you sorry
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