The closed interval [a,b] is partitioned into n equal subintervals, each of width Ax, by theOnumbers x₁, x₁,...,x, where a = x < x₁ < x₂ < ··· < Xn-1 < x₁ = b. What is lim [√x ax ?n-x⁰⁰ i=1(A)3(B) b²-a²3(Ⓒ) ²2 (b²³ − a²³)-11(D) b²-a²(E) 2 (b²-a²)ΟΕO A3BDC

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The closed interval [a,b] is partitioned into n equal subintervals, each of width Ax, by the O numbers x0, x₁,...,x, where a = x < X₁ < x₂ <·.· < Xn-1 < x₁ = b. What is lim √√x Ax? 11-00 3 3 (B) b²-a² 3 (Ⓒ) ²/² (b²-a³) (D) b²-a² (E) 2 (b²-a³) OE O A OB O D C n i=1

The closed interval [a,b] is partitioned into n equal subintervals, each of width Ax, by the O numbers x0, x₁,...,x, where a = x < X₁ < x₂ <·.· < Xn-1 < x₁ = b. What is lim √√x Ax? 11-00 3 3 (B) b²-a² 3 (Ⓒ) ²/² (b²-a³) (D) b²-a² (E) 2 (b²-a³) OE O A OB O D C n i=1

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.2: Graphs Of Equations

Problem 23E

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Question

The closed interval [a,b] is partitioned into n equal subintervals, each of width Ax, by the
O
numbers x₁, x₁,...,x, where a = x < x₁ < x₂ < ··· < Xn-1 < x₁ = b. What is lim [√x ax ?
n-x⁰⁰ i=1
(A)
3
(B) b²-a²
3
(Ⓒ) ²2 (b²³ − a²³)
-
1
1
(D) b²-a²
(E) 2 (b²-a²)
ΟΕ
O A
3
B
D
C

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