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How do you evaluate #n(m+(abs(-1))-n# when m=1, n=-6?

1 Answer

Shwetank Mauria

Nov 23, 2016

#n(m+(|-1|)-n=-6#, when #m=1# and #n=-6#

Explanation:

Value of #n(m+(|-1|)-n#, when #m=1# and #n=-6# can be obtained by substituting these values.

#n(m+(|-1|)-n#

= #(-6)(1+(|-1|)-(-6)#

= #(-6)(1+1)-(-6)#

= #(-6)*2+6#

= #-12+6=-6#

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