(6.EE.3)
Rewrite using distributive property.
5(7 + 4)
35 + 20
Combine like terms to write an equivalent expression.
4x + 8x2 + x + 6 – 3
8x2 + 5x + 3
Evaluate 7z + 9 when z = 11. Show your work.
7(11) + 9
77 + 9
= 86
73
343
Two more than m
m + 2
Rewrite using distributive property
(8 - 3)9
72 - 27
Combine like terms to write an equivalent expression.
7 + 4x2 + 6x2 + x + x2 – 4
Evaluate 8x + x - 3 when x = 4. Show your work.
8(4) + 4 - 3
32 + 4 - 3
36 - 3
= 33
26
64
The sum of 5 and k
5 + k
Rewrite using distributive property
4(x + 2)
4x + 8
Simplify to write an equivalent expression.
9(2 + 5x) - 10x + 2
9(2 + 5x) - 10x + 2
18 + 45x - 10x + 2
= 20 + 35x
or 35x + 20
Which value in the set {10, 11, 12, 13} is a solution of the equation 19 = 8 + y? Show your work.
11
19 = 8 + y
19 = 8 + 11
19 = 19
108
100,000,000
Ten less than the square of b
b2 - 10
Rewrite using distributive property
(7 - 3m)12
84 - 36m
Which pair of expressions are equivalent?
A) 10g - 2 and 8g
B) c + c + a + a + a and 2c + 3a
C) 3q ÷ 5 and 5q ÷ 3
B
c + c = 2c
a + a + a = 3a
Which value in the set {5, 6, 7, 8, 9} is a solution of the equation 34 – f = 28? Show your work.
6
34 - f = 28
34 - 6 = 28
28 = 28
76
117,649
The product of n and 10 increased by 3
10n + 3
Are these expressions equivalent? Show your work.
2(6x + 2) and 4(3x + 1)
Yes
2(6x + 2) = 12x + 4
4(3x + 1) = 12x + 4
The cost for a taxi ride is $4.00 for the first mile and $3.00 for each additional mile. Rewrite the expression 4 + 3(m - 1) for the cost of the taxi ride in dollars as a sum of two terms, where m represents the miles traveled. Show your work.
4 + 3(m - 1)
4 + 3m - 3
= 1 + 3m
or 3m + 1
Which value in the set {7, 8, 49, 52, 63} is a solution of the equation 7g = 56? Show your work.
8
7g = 56
7(8) = 56
56 = 56
94
6,561
Seven less than two times t
Seven less than two times t