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x^2+8x+4     just divide by 4

1/4 x^2 + 2x + 1      now you can see A and B

Gee THANKS YOUR RIGHT I found it out b4 but I accidentally put POSITIVE 4 INSTEAD of -4 stupid me :facepalm:

I'm not sure if I'm supposed to find x, but that's what I'll do. I didn't really understand the question at all, but I'll answer what I think it is.

We can cross multiply to get the equation 2x^2+8x=x^2-25

Simplified, it looks like x^2+8x+25.

We can use the quadratic formula and find that x is -4+3i, -4-3i.

Please correct me if I'm wrong 

This is a dome shaped parabola (due to the negative coefficint of x^2)

the max will occur at x = -b/2a      b = 16   a   = -1        so max is at x = 8

sub in x = 8 in the equation to find the max value of the quadratic function

      - 8^2 + 16(8) - 60 =  4      this is the max daily profit....found when you sell a measly 8 candles !

Here is a graph of the fxn:

https://www.desmos.com/calculator/k0zgp69kyg

gee thanks ;)

For no real solutions, the discriminant needs to be NEGATIVE

b^2 - 4ac <0       b = k    a = 5     c = 8

k^2 - 4(5)(8) <0

k^2 < 160

k <   12.65       so the largest INTEGER would be 12

sin b = opposite side / hypotenuse

      sin b = 4/9

    arcsin (4/9) = b =............^o

;) :)

You have to evaluat    2x -6 <= 10

                                      x <=8

and evaluate       2x-6 >= -10           (notice the < changed to >)

                              x > = -2

Combining the results is represented by graph  B

yay! i got it rite!

so we have that one of the solutions is 3 and we know that this is limited so the we get graph b

They are (2, 3); (-3, 2); and (2, -3)

lmao

in a 30-60-90 triangle the legs of the 60^o triangle has legs 4 and 4sqrt3 so we have x=sqrt(2(4sqrt3)^2) since it is an 45-45-90 triangle and we simplify to get x=sqrt(2*48) so \(x=\sqrt{96}=4\sqrt6\)

x=−4+3i,−4−3i where i=sqrt-1

YAY! ur correct gee thanks :)

Oh the answer is there already? so that means that i'm right since I got the same answer