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Let p=-2, m=−(−2)+(−2)−2=2+1/4

I'm a bit confused with this line. Shouldn't it be 2 - 1/4?
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Square or even power of any number or digit is always non-negative.


minustark
Let p=-2, m=−(−2)+(−2)−2=2+1/4

I'm a bit confused with this line. Shouldn't it be 2 - 1/4?
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worked on stem a bit,

m^3 >= -1
means -1<=m < infinity
or is -1<= -p+ (-2)^p < infinity ??????


A substitue -1/2 -5 and 3 , all satisfy hence correct.

B p^3 <= -1 means p<= -1 . Hence -p = positive + (-2)^ something negative = positive + 1/(-2)^positive .

Also -p will always be greater than 1/ (-2)^p
If p is even negative lets say -2 expression becomes positive + 1/(-2) positive = positive + positive .
Hence yes m >= -1

If p is odd negative lets say -1 expression becomes 1 -1 = 0 .
Hence yes m>= -1

D


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Hello from the GMAT Club BumpBot!

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