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Select the graph of g(t) = ∫ (1/t) dt that takes the value g(1)=-2
Select the graph of g(y) = ∫ (y2-3) dy that takes the value g(0)=3
Select the graph of g(t) = ∫(t3−t)dtg\left(t\right)\ =\ \int_{ }^{ }\left(t^3-t\right)dtg(t) = ∫(t3−t)dt that takes the value g(2)=2
Select the graph of h(t) = ∫ (1/t+3) dt that takes the value h(2)=0
Select the graph of h(t)= ∫ t2 dt that takes the value h(0)=5
Select the graph of h(t)= ∫ t dt that takes the value h(0)=1
Select the graph of g(t) = ∫ (t-3) dt that takes the value g(2) = -2
Select the graph of g(t) = ∫ (t-3) dt that takes the value g(2)=-4
Select the graph of h(t)= ∫ t3 dt that takes the value h(0)=0
Choose the graph of g(y) = ∫ (y2-y) dy that takes the value g(0)=2
It is done.