P is integer, m = -P+(-2)^P, Is M^3 is greater than or equal to 1.
1) P is even.
2) P^3 is less than or equal to -1.
1) P is even.
2) P^3 is less than or equal to -1.
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PussInBoots how do u know you have to test those specific numbers?.. I ended up picking D as well before coz i didn't check those numbers!PussInBoots wrote:The asnwer is C
srivas you didn't test 0, -1/1. Those numbers usually screw everything up.
Sirivas, your calculation for statement 2 is wrong . Assuming P is -2, M would be 9/4. M cube still greater than 1.srivas wrote:statement I p is even
p=2 m =-P+(-2)^P -2+(-2)^2 = -2+4 = 2
so m^3 = 8 >= 1
statement II
P^3 <= -1 suppose P^3 = -8 then P = -2
m = -P+(-2)^P
-(-2)+(-2)^-2 = 2- 1/4 = 7/4
so m^3 >= 1
it is D
please post the offical answer.PAB2706 wrote:P is integer, m = -P+(-2)^P, Is M^3 is greater than or equal to 1.
1) P is even.
2) P^3 is less than or equal to -1.
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