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Find the minimum value of a function h(x)=x+1h(x)=x+1h(x)=x+1 over interval [−1,5][-1,5][−1,5] .
6
0
3
Is the sentence true or false?
The minimum value of a function h(x)=xh(x)=xh(x)=x over interval [−3,4][-3,4][−3,4] is -3.
true
false
Find the minimum value of a function g(x)=x3g(x)=x^3g(x)=x3 over interval [0,3][0,3][0,3]
7
1
Find the minimum value of a function g(x)=x2g(x)=x^2g(x)=x2 over interval [−2,4][-2,4][−2,4]
4
Find the minimum value of a function g(x)=x3g(x)=x^3g(x)=x3 over interval [−1,2][-1,2][−1,2] .
-1
-3
Find the minimum value of a function h(x)=x−1h(x)=x-1h(x)=x−1 over interval [−1,2][-1,2][−1,2] .
-2
9
The minimum value of a function h(x)=x+4h(x)=x+4h(x)=x+4 over interval [−2,3][-2,3][−2,3] is 7.
True
False
Find the minimum value of a function g(x)=xg(x)=\sqrt{x}g(x)=x over interval [1,9][1,9][1,9] .
2
The minimum value of a function h(x)=x2h(x)=x^2h(x)=x2 over interval [−1,4][-1,4][−1,4] is 1.
The minimum value of a function h(x)=∣x∣h(x)=|x|h(x)=∣x∣ over interval [−7,4][-7,4][−7,4] is 0.
It is done.