MAT 211 - Spring 2025 Exam 2 Review Dr. Himali Gammanpila 1. Find the derivative. (a) f(x)=5x6-2x-3x+2 4 (b) f(x) = 5x6-2x-3x+2+ 4 2 +4√√x- + √x 2 3x3 (c) y = (x4 +3x² - 2)(x4 + 3x² - 2) (d) y = (x³-7)(3x² - 7x+1) x3 (e) y = 1 - x2 (f) y=√√√x3+3x+5 (g) y = (x5+5x2+3x+ -2) 5 (h) y= 1 (x7 +11x5+3)³ (i) y = (x³-7)5(3x² - 7x+1)3 (j) f(x) = 3x (x2+5)8

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.5: Rational Functions
Problem 44E
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MAT 211 - Spring 2025
Exam 2 Review
Dr. Himali Gammanpila
1. Find the derivative.
(a) f(x)=5x6-2x-3x+2
4
(b) f(x) = 5x6-2x-3x+2+
4
2
+4√√x-
+
√x
2
3x3
(c) y = (x4 +3x² - 2)(x4 + 3x² - 2)
(d) y = (x³-7)(3x² - 7x+1)
x3
(e) y =
1 - x2
(f) y=√√√x3+3x+5
(g) y = (x5+5x2+3x+ -2) 5
(h) y=
1
(x7 +11x5+3)³
(i) y = (x³-7)5(3x² - 7x+1)3
(j) f(x) =
3x
(x2+5)8
Transcribed Image Text:MAT 211 - Spring 2025 Exam 2 Review Dr. Himali Gammanpila 1. Find the derivative. (a) f(x)=5x6-2x-3x+2 4 (b) f(x) = 5x6-2x-3x+2+ 4 2 +4√√x- + √x 2 3x3 (c) y = (x4 +3x² - 2)(x4 + 3x² - 2) (d) y = (x³-7)(3x² - 7x+1) x3 (e) y = 1 - x2 (f) y=√√√x3+3x+5 (g) y = (x5+5x2+3x+ -2) 5 (h) y= 1 (x7 +11x5+3)³ (i) y = (x³-7)5(3x² - 7x+1)3 (j) f(x) = 3x (x2+5)8
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