What three properties of equality were used to solve this equation?

What is the
Subtraction Property of Equality,
Subtraction Property of Equality,
and Division Property of Equality?
2n-5=8+2n
What is no solution?
x/17=4/5
What is x = 13.6?
abs(t+7)=9
t = {-2,16}
Solve for t.
r=7s+6t
What is
t=(r-7s)/6
The first property done in solving this equation.

What is the Distributive Property?
x-2(x-6)=6
What is x = 6?
3/4=(y-7)/(y+5)
What is y = 43?
abs(6v)=48
v = {-8,8}
Solve for g.
h=1/3f^2g
What is
g=(3h)/f^2
What is the second "property" used to solve this equation?

What is to Combine Like Terms?
-4(2k-3)+2k=6(-k+2)
What is infinite solutions?
2/(r+4)=4/r
What is r = -8?
abs(4y-1)=21
y = {-5, 5.5}
Solve for x.
(x+9y)/4=3y
What is
x=3y
True or False: Solving this equation would involve the Subtraction Property of Equality.

What is False?
7(1-2x)-3=4-2x
What is x = 0?
7/(2x+8)=3/(x-6)
What is x = 66?
abs(3-2p)/-7=-3
p = {-9,12}
Solve for r.
m=1/5pr^2
What is
r=sqrt((5m)/p)
All the properties involved in solving this equation:

What is the Dist. Property, Combine Like Terms, Addition Property of Equality, and Division Property of Equality?
11+3p-7=6p+5-3p
What is no solution?
5/3=(-x+4)/(3x+6)
5abs(2n+8)+3=23
n = {-6,-2}
Solve for r.
V=1/3pir^2h
What is
r=sqrt((3V)/(pih)