-3 + 6 - 3 =
0
Simplify:
2(2x + 1) + 5x=
9x + 2
OR
2 + 9x
6x2 - 5x + 3
Identify the constant in the expression above.
3
Solve the equation and then check your answer:
9 = x -12
x= 21
Check your solution:
9 = 21 -12
9 = 9
Solve the equation and then check your answer:
-3r = 87
-29
-3 + 66 + -93 + 10 =
-20
Simplify:
10x +3(8x + 2) =
34x + 6
OR
6 + 34x
7a2 + 4a + 1
Identify the terms in the expression above.
7a2 , 4a , 1
Write the verbal sentence as an equation. Tell whether 12 is a solution.
The difference of 17 and x is 4.
17 - x = 4; 12 is not a solution.
Write the verbal sentence as an equation. Tell whether 12 is a solution.
The quotient of a and 4 is 3.
a/4= 3; 12 is a solution.
-3 x -21 x -8 =
-504
Simplify:
11x + 3 - 4(9x - 1) =
-25x + 7
OR
7 - 25x
9z2 - 3
What is the 9 in the expression above called?
the coefficient
Solve the equation:
c - 2.59 = 1.48
4.07
Solve the equation:
-9.12 = -2.4y
3.8
-12 x -8 divided by 4
24
Simplify:
11(8r + 3) - 2(-9 + 6r) =
76r + 51
What is the difference between an expression and an equation?
An equation has an equal sign and expressions do not.
Solve the equation:
-4.2 + 17.9 - 3.5 + x = 18.4
x = 8.2
Solve the equation:
(5a)(5) = -130
a= 65
True or False:
15 - (-5) + 9 - 80 = -51
True
Simplify:
-9(1 - 10n) - 2(3n + 9) =
84n - 27
OR
-27 + 84n
5y2 - 3y + 15
Identify each part of the expression above. (terms, coefficients, variables, exponents, and constants)
Terms: 5y2 , 3y , 15
Coefficients: 5 & 3
Variables: y
Exponents: 2
Constants: 15
An engineer receives a promotion that includes a raise of 1,381 KD in her annual salary. Her new salary is
15,574 KD. What was the engineer's salary before the promotion?
Write an equation to solve this problem. Use s as your variable.
Equation: s + 1,381 = 15,574
Answer: s= 14,193 KD
Starting with a full tank of gas, your family's car is driven 420 miles and then refueled. It takes 12 gallons of gas to fill the car's tank. How many miles per gallon did the car get?
Write an equation to solve this problem. Use g as your variable.
35 mil/gal