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Use the expressions for left and right sums and the table below. At = to = i t₁ = t₂ = 13 (a) If n = 4, what is At? What are to, t1, 12, 13, 14? What are f (to), f (t₁), ƒ (t2), ƒ (t3), ƒ (14)? i II IM f (to) = f(t₁) = f (t₂) = t 11 i Jak w 0 f (t) 26 25 24 22 21 i 5 IP 10 15 20

Use the expressions for left and right sums and the table below. (a) If $n=4$, what is $Δt$ ? What are $t_{0},t_{1},t_{2},t_{3},t_{4}$ ? What are $f(t_{0}),f(t_{1}),f(t_{2}),f(t_{3}),f(t_{4})$ ? $Δt=$ $t_{0}=t_{1}=t_{2}= f(t_{0})=f(t_{1})=f(t_{2})= $
(a) If $n=4$, what is $Δt$ ? What are $t_{0},t_{1},t_{2},t_{3},t_{4}$ ? What are $f(t_{0}),f(t_{1}),f(t_{2}),f(t_{3}),f(t_{4})$ ? $Δt=t_{0}=t_{1}=t_{2}=t_{3}=t_{4}= f(t_{0})=f(t_{1})=f(t_{2})=f(t_{3})=f(t_{4})= $
(b) Find the left and right sums using $n=4$.
(c) If $n=2$, what is $Δt$ ? What are $t_{0},t_{1},t_{2}$ ? What are $f(t_{0}),f(t_{1}),f(t_{2})$ ? $Δt=t_{0}=t_{1}= f(t_{0})=f(t_{1})= $
(d) Find the left and right sums using $n=2$. Left sum = Right sum $=$

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