Solving Radical Equations
sqrt(v-12)=5
v=37
(4x^2)/(3x) times (x^2)/16
(x^3)/(12
(x^2)/y^2 divide (x^3)/(y^2)
1/x
x = –6
–6x − 7y = 8
(-6 , 4)
sqrt(v)+8=14
v=36
(5x^2y)/(2x^2y) times (3xy)/(6y
(5x)/4
(6x^2)/(xy^2) divide (2x)/(x^2y)
(3x^2)/y
9x + 9y = 9
x = –4
(-4 , 5)
-30=-5 sqrt(v)
v=36
(x+2)/(x^2-4x) times (7x^2)/(x+2)
(7x)/(x-4
(8xy^2)/(4x) divide 2xy
(4y)/(4x)= x/y
y = –10x + 4
y = 4x − 10
(1 , -6)
10-sqrt(v-2)=4
v=38
(x^2-36)/(x^2+4x) times (x^2+4)/(x+6)
(x^3-6x^2+4x-24)/(x^2+4x
(7x-14)/21 divide (4x-8)/42
7/2
2x + y = 2
–4x − 3y = 2
(4 , -6)
sqrt(-12v-10) = sqrt(16+14v
v=-1
(9q^2–6q+1)/(9q2+9q–4) times (q^2–1)
(3q^3-q^2-3q+1)/(3q+4)
(20v^2–13v+2)/(4v–1) ÷(5v–2)
1
6x − 10y = –20
–5x + 4y = –18
(10 , 8)