How do you solve #-132+ -7#?

3 Answers
Aug 7, 2016

#=-139#

Explanation:

#-132+ -7#
#=-132-7#
#=-139#

Aug 8, 2016

#-139#

Explanation:

The word "solve" is usually used for equations rather than expressions or calculations.

"Solve" implies finding the value for a variable which will make an equation true. It would be more correct to say "simplify", "determine" or "calculate"

We are adding integers :

#(-132)+(-7)# means start from 0, go 132 to the left down the number line and then another 7 down the number line, to bring us to #-139#

#(-132)+(-7) = -132-7 = -139#

Aug 18, 2016

#-139#

Explanation:

Think of + as 'put with'

Think of - as 'remove from'

So we have #-132# put with #-7#

This gives us a total of #-132-7= -139#
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You would have been taught that putting two unlike signs next to each other give a final sign of minus:

#" " -3+ -2=-3-2=-5 #

And that putting like signs next to each other gives a plus:

#" "-3--2=-3+2=-1#

#--3--2=+3+2=5#