2(4v-9)-(3v-11)=-52
v=-9
|8v-12|=68
{-7, 10}
Solve for F.
C=1/3(F-32)
F=3C+32
Solve the inequality and graph its solution.
-8x+2x-16<-5x+7x

x> -2
Solve the compound inequality and graph its solution.
2x<10 or x/2ge3

x<5 or xge6
Solve the absolute value inequality then graph its solution.
|7x+4|ge74

xge10 or xle-11.1
4/(2x-6)=(-5)/(x+11)
x=-1
14+|3k+6|=5
No Solution
Solve for a.
x=(-b)/(2a)
a=(-b)/(2x)
Solve the inequality and graph its solution.
7x+2>3(x-4)-(x-4)

x> -2
Solve the compound inequality and graph its solution.
-1+5n> -26 and 7n-2le12

-5<nle2
Solve the absolute value inequality then graph its solution.
|3+r|/7le5

-38lerle32
5(6p-3)-2=2(15p-11)+5
Infinite Solutions
(|a+5|-5)/(-2)=2
{-6, -4}
Solve for c.
(a+bc)/d=e
c=(ed-a)/b
Solve the inequality and graph its solution.
-6(1+2x)ge6(2x-1)+2x

xle0
Solve the compound inequality and graph its solution.
-10b+3le-37 or 3b-10le-25

bge4 or ble-5
Solve the absolute value inequality then graph its solution.
-3+|n-2|>5

n>10 or n<-6
10-4(3-2y)=8y-5
No Solution
(|3-6w|)/5-16=-7
{-7, 8}
Solve for l.
w=(P-2l)/2
l=w-p/2 or l=(2w-p)/2
A bus company charges $145 per hour plus a driver tip of $75 for the day. The Math Club raised $950 to attend a math competition. Write and solve an inequality to find the maximum number of hours in which they can rent the bus.
A maximum of 6 hours.
Solve the compound inequality and graph its solution.
-50<7k+6<-8

-8<k<-2
Solve the absolute value inequality then graph its solution.
7|n/3|-9<12

-9<n<9
1/3(24x-54)=11(x-4)+5
x=7
1-6|28-4n|=-95
{3, 11}
Solve for l.
S=pir^2+pirl
l=S/(pir)-r or l=(S-pir^2)/(pir)
Ava is using $290 that she saved from babysitting to purchase video games at $52 each and a new controller for $43. Write and solve an inequality to find the number of games she can purchase.
At most 4 games
Solve the compound inequality and graph its solution.
5x-5> -7x-5 or 3x+5lex-1

x>0 or xle-3
Solve the absolute value inequality then graph its solution.
4|6-2a|+8le24

1leale5