If it is true that -6<= n<= 10, which of the following must be true?
a) n < 8
b) n = -6
c) n > -8
d) -10 < n < 7
e) none of the above
a) n < 8
b) n = -6
c) n > -8
d) -10 < n < 7
e) none of the above
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The task is to determine what must be true. If the range is -6<=n<=10, then it must be true, for example, that n>-1000 (since all values within the range of -6<=n<=10 are greater than -1000). Or, it must be true that n<1000 (since all values within the range of -6<=n<=10 are less than 1000). Likewise, since we know that the smallest value n can take is -6, it must be true that n>-8.Taniuca wrote:Thanks, but I still don't understand why answer c.
If n>-8 then the values could be -7,-6,-5...o infinite.
if I substitute n=-7 into the original inequality -6<=n<=10 , then I get that -6<=-7 <=10 which is not possible. -6 is not greater than -7.
Is there any trick for this?
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