Express the limit as a definite integral on the given interval. Assume that the interval [a, b] is divided into n subintervals of equal width Ax = (b − a)/n. Let xo(-a), x₁, x₂,.. xn(−b) * be the endpoints of the subintervals and let x₁, x2, X1, sample points in these subintervals. n exi 19. lim n→∞ n · Δ.x, [0, 1] 1 + xi 20. lim xV1+x; Ax, [2,5] n→ ∞ i = 1 2 9 Xn be the

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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Express the limit as a definite integral on the given interval.
Assume that the interval [a, b] is divided into n subintervals of
equal width Ax = (b − a)/n. Let xo(-a), x₁, x₂,..
xn(−b)
be the endpoints of the subintervals and let x₁, x2,
X1,
sample points in these subintervals.
n exi
19. lim
n→∞
n
· Δ.x, [0, 1]
1 + xi
20. lim x;VI+x; Ax, [2,5]
n→ ∞ i = 1
2
9
Xn be the
Transcribed Image Text:Express the limit as a definite integral on the given interval. Assume that the interval [a, b] is divided into n subintervals of equal width Ax = (b − a)/n. Let xo(-a), x₁, x₂,.. xn(−b) be the endpoints of the subintervals and let x₁, x2, X1, sample points in these subintervals. n exi 19. lim n→∞ n · Δ.x, [0, 1] 1 + xi 20. lim x;VI+x; Ax, [2,5] n→ ∞ i = 1 2 9 Xn be the
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