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1. 2. rning Find first derivative and second derivative of dependent variable a.y=x²+x+8 b. y=-x²+3 c. S=5t³-3t³ 4x³ y= --X 3 x3 f. y=+ 3 x² X + 2 4 a.y=(3-x²) (x³ -x+1) @ y = (x + ²)(x - ² + ¹) X- 2 X g. @= (BASIC MATHEMATICS) 31 z² DPP-1 Z y=6x²-10x-5x² j. y=4-2x-x³ 1 5 k. r=+ 3s² 2s Find derivative of functions by following two methods (a) by applying the product rule and (b) by multiplying the factors to produce a sum of simpler terms to differentiate. b. y=(x-1) (x²+x+1) c. y = (x² + 1) (x + 5 + 1) d. =3z²-7z²+2lz² h. S=-244 12 4

1. 2. rning Find first derivative and second derivative of dependent variable a.y=x²+x+8 b. y=-x²+3 c. S=5t³-3t³ 4x³ y= --X 3 x3 f. y=+ 3 x² X + 2 4 a.y=(3-x²) (x³ -x+1) @ y = (x + ²)(x - ² + ¹) X- 2 X g. @= (BASIC MATHEMATICS) 31 z² DPP-1 Z y=6x²-10x-5x² j. y=4-2x-x³ 1 5 k. r=+ 3s² 2s Find derivative of functions by following two methods (a) by applying the product rule and (b) by multiplying the factors to produce a sum of simpler terms to differentiate. b. y=(x-1) (x²+x+1) c. y = (x² + 1) (x + 5 + 1) d. =3z²-7z²+2lz² h. S=-244 12 4

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 93E
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3. 4. 1. 2. through Learning Find first derivative and second derivative of dependent variable a.y=x²+x+8 b. y=-x²+3 c. S=5t³-3t³ О У 4x³ 3 d. y = x + a. y = Find -X 3 1 y=6x²-10x-5x² j.y=4-2x-x³ z² z 1 5 3s² 2s k. r=+- 24.1 Find derivative of functions by following two methods (a) by applying the product rule and (b) by multiplying the factors to produce a sum of simpler terms to differentiate. b.y=(x-1) (x²+x+1) c. y = (x² + 1) (x + 5 + 1) a.y=(3-x²) (x³ -x+1) + 2)(x- (x-+-+-+1) X- X Find the derivative of functions using quotient rule c. g(x)= dy dx 2x+5 3x-2 x³ x² x f. y = ·+· ·+· 3 2 4 a.y=-10x +3cosx ICS DPP-1 (BASIC MATHEMATICS) 2x+1 x²-1 g. @= b. Z=- d.o=3z7-7z+21z² h. S = -²+4/2 t x²-4 X+0.5 3 b. y = - +5 sin x X r=+- Cosy) secx t²-1 d. f(t)=2+1-2 C. y = cosecx-4 cotx 1 cotx
Transcribed Image Text:3. 4. 1. 2. through Learning Find first derivative and second derivative of dependent variable a.y=x²+x+8 b. y=-x²+3 c. S=5t³-3t³ О У 4x³ 3 d. y = x + a. y = Find -X 3 1 y=6x²-10x-5x² j.y=4-2x-x³ z² z 1 5 3s² 2s k. r=+- 24.1 Find derivative of functions by following two methods (a) by applying the product rule and (b) by multiplying the factors to produce a sum of simpler terms to differentiate. b.y=(x-1) (x²+x+1) c. y = (x² + 1) (x + 5 + 1) a.y=(3-x²) (x³ -x+1) + 2)(x- (x-+-+-+1) X- X Find the derivative of functions using quotient rule c. g(x)= dy dx 2x+5 3x-2 x³ x² x f. y = ·+· ·+· 3 2 4 a.y=-10x +3cosx ICS DPP-1 (BASIC MATHEMATICS) 2x+1 x²-1 g. @= b. Z=- d.o=3z7-7z+21z² h. S = -²+4/2 t x²-4 X+0.5 3 b. y = - +5 sin x X r=+- Cosy) secx t²-1 d. f(t)=2+1-2 C. y = cosecx-4 cotx 1 cotx
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