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Name the property used in each step:

7⋅17+615÷3−5=7⋅17+65−5_______=7⋅17+60_______=1+60_______=1+0_______=1_______

Short Answer

Expert verified

7⋅17+6(15÷3−5)=7⋅17+6(5−5)Substitution¯15÷3=5=7⋅17+6(0)AdditiveInverse¯5−5=0=1+6(0)MultiplicativeInverse¯7⋅17=1=1+0Multiplitionwithzero¯6(0)=0=1Substitution¯1+0=1

Step by step solution

01

– Given information.

Given expression is:

7⋅17+615÷3−5=7⋅17+65−5_______=7⋅17+60_______=1+60_______=1+0_______=1_______

02

– Write the concept.

The substitution property for multiplication, addition and subtraction is:

a⋅b=ca±b=c

Property of multiplicative inverse is:

aâ‹…1a=1

Property of additive inverse is:

a+−a=0

03

– Write the property.

Since,

7⋅17+615÷3−5=7⋅17+65−5_______=7⋅17+60_______=1+60_______=1+0_______=1_______

In 1st step,

15÷3=5(Substitution Property)

In 2nd step,

5+−5=0(Property of Additive inverse)

In 3rd step,

7â‹…17=1(Property of multiplicative inverse)

In 4th step,

60=0(Multiplication with 0)

In 5th step,

1+0=1(Substitution Property)

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