Bootcamp Day 1 HW - 1-1 and 1-2 Review

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Vocabulary flashcards covering algebraic expression translations and evaluations from Bootcamp Day 1 HW (1-1 and 1-2 Review).

Last updated 5:03 PM on 9/10/26
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20 Terms

1
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The quotient of 4 and c

The algebraic expression 4c\frac{4}{c}

2
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a cubed

The algebraic expression a3a^3

3
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The product of 12 and 12

The algebraic expression 12×1212 \times 12

4
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n decreased by 5

The algebraic expression n−5n - 5

5
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y less than 21

The algebraic expression 21−y21 - y

6
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t decreased by 8

The algebraic expression t−8t - 8

7
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The difference of b and 8

The algebraic expression b−8b - 8

8
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11 more than y

The algebraic expression y+11y + 11

9
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The product of 8 and 9

The algebraic expression 8×98 \times 9

10
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10 more than n

The algebraic expression 10+n10 + n

11
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Evaluation of 3(p−r)3(p - r) when p=5p = 5 and r=3r = 3

The evaluated result 66, calculated as 3(5−3)=3(2)=63(5 - 3) = 3(2) = 6

12
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Evaluation of j+4+hj + 4 + h when h=4h = 4 and j=5j = 5

The evaluated result 1313, calculated as 5+4+4=135 + 4 + 4 = 13

13
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Evaluation of p+q+5p + q + 5 when p=1p = 1 and q=5q = 5

The evaluated result 1111, calculated as 1+5+5=111 + 5 + 5 = 11

14
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Evaluation of a−b÷4a - b \div 4 when a=3a = 3 and b=4b = 4

The evaluated result 22, calculated as 3−4÷4=3−1=23 - 4 \div 4 = 3 - 1 = 2

15
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Evaluation of n2pn^2 p when n=2n = 2 and p=6p = 6

The evaluated result 2424, calculated as 22×6=4×6=242^2 \times 6 = 4 \times 6 = 24

16
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Evaluation of x(6+y)x(6 + y) when x=3x = 3 and y=6y = 6

The evaluated result 3636, calculated as 3(6+6)=3(12)=363(6 + 6) = 3(12) = 36

17
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Evaluation of j−h÷4j - h \div 4 when h=4h = 4 and j=4j = 4

The evaluated result 33, calculated as 4−4÷4=4−1=34 - 4 \div 4 = 4 - 1 = 3

18
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Evaluation of 5j−h5j - h when h=4h = 4 and j=5j = 5

The evaluated result 2121, calculated as 5(5)−4=25−4=215(5) - 4 = 25 - 4 = 21

19
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Evaluation of h−(j−4)h - (j - 4) when h=4h = 4 and j=4j = 4

The evaluated result 44, calculated as 4−(4−4)=4−0=44 - (4 - 4) = 4 - 0 = 4

20
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Evaluation of y−x÷5y - x \div 5 when x=5x = 5 and y=4y = 4

The evaluated result 33, calculated as 4−5÷5=4−1=34 - 5 \div 5 = 4 - 1 = 3