compare [(-2)-(-5)] into (-6) or (-2) -5 into (-6)
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Answer:
your answer is here
Step-by-step explanation:
compare [(-2)-(-5)×(-6) and (-2-5×(-6)
= [-2+5]×(-6) and (-2-5)×(-6)
= 3×(-6) and (-7)×(-6)
= -18 and 42
= -18 < 42
= [(-2)-(-5)]×(-6) < (-2-5)×(-6)
this will be your answer
otherwise ,
= [(-2)-(-5)×(-6) and (-2)-5×(-6)
= [-2+5] and (-2×-5)×(-6)
= 3×(-6) and 10×(-6)
= -18 and -60
= -18 > -60
= [(-2)-(-5)]×(-6) > (-2)-5×(-6)
this will be your answer
it is because I think there is a mistake spelt.
so I solve the both, which is the correct question you will solve that answer.
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