Solving Quadratics with square roots
2(x+1)2-35=15
x={4,-6}
-11=-47-12b
b=-3
-13x-2=-10x-2
x=0
3(3x-3)=27
x=4
(x+1)(x+1)
x2+2x+1
2(x+8)2-19=31
x={-3, -13}
-50=6a+28
a=-13
-2x+1=-x+8
x=-7
2(x-2)=10
x=7
(x-7)(3x+2)
3x2-19x-14
(x+8)2-43=-38
x={-8+ sqrt(5), -8- sqrt(5)}
79=5a+9
a=14
-7x-5=-4x-29
x=8
7(2x+4)=42
x=1
(2x-6)(2x-8)
4x2-28x+48
4(x+9)2+8=32
x={-9+ sqrt(6), -9- sqrt(6)}
-1/6 b + 5/6 = -1/3
b=7
4x-8=7x-2
x=-2
-5(2x-5)-3x-5=7
x=1
(3x+3)(3x+8)
9x2+33x+24
2(5x+7)2-13=33
x=(-7+- sqrt(23))/5
-1/4 = -1/6 b - 7/8
b= -15/4 OR b= -3.75
14x+2=9x-3
x=-1
-5(-5x+3)-5x+5=50
x=3
(3x+4)2
9x2+24x+16