Tell whether the following mat! using the properties of integer operations. a. 3 x (4 x 2) b. (2 + 8) + 9 (3 x 4) x (3 x 2) (8 + 2) + 9 C. (-4) x = 1 d. (4 + 5) + (-6) = (-6) + (4 + 5) e. (1 + 3) + 8 = 1 + (3 + 8)

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multiplicative inverse 81
Skill Builder
- Ten whether the following mathematical statements are true. Justify your ar
using the properties of integer operations.
a. 3 x (4 x 2) = (3 × 4) × (3 x 2)
b. (2 + 8) + 9 = (8 + 2) + 9
20
c. (-4) x
= 1
d. (4 + 5) + (-6) = (-6) + (4 + 5)
e. (1 + 3) + 8 = 1 + (3 + 8)
2. How do you relate the distributive property to the value of sharing?
54
Transcribed Image Text:multiplicative inverse 81 Skill Builder - Ten whether the following mathematical statements are true. Justify your ar using the properties of integer operations. a. 3 x (4 x 2) = (3 × 4) × (3 x 2) b. (2 + 8) + 9 = (8 + 2) + 9 20 c. (-4) x = 1 d. (4 + 5) + (-6) = (-6) + (4 + 5) e. (1 + 3) + 8 = 1 + (3 + 8) 2. How do you relate the distributive property to the value of sharing? 54
NumLock
negative.
When dividing integers, divide the absolute values of the given integers then affix a
positive sign if both integers have the same sign; otherwise, the quotient is negative
The properties of integer operations help in performing addition and multiplication
with integers.
E.
When many operations are involved in a mathematical expression, start by simplifying
expressions inside the grouping symbols, then proceed with simplifying exponents,
multiplying or dividing in order from left to right, and adding or subtracting in order
from left to right.
When two multiply the values of the integers
then affix a sign if have the same the is
Transcribed Image Text:NumLock negative. When dividing integers, divide the absolute values of the given integers then affix a positive sign if both integers have the same sign; otherwise, the quotient is negative The properties of integer operations help in performing addition and multiplication with integers. E. When many operations are involved in a mathematical expression, start by simplifying expressions inside the grouping symbols, then proceed with simplifying exponents, multiplying or dividing in order from left to right, and adding or subtracting in order from left to right. When two multiply the values of the integers then affix a sign if have the same the is
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