dx sin 2x x3 + y3 – 9xy = 0 b. у %3 y2 V3x C. y = d. y? = x² + sin x

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Q4= Q1/ Find % of the following problem : axi+y’—9xy=0 b_y:‘i;zz‘ c.y=§ d.y? = x* +sinxy e.sin™! Gx) =9 f.y = cos~!(cosx) g.y=(x*—2x+2)e* h.y = In(sin hx) 2, Add file Q.2* Q2/ f. A dynamic blast blows a heavy rock up with velocity of 160m/sec It reaches a height of S = 160t — 16t meter after t sec. 1. How high does the rock go? 2. What are the velocity and speed of the rock when it is 265m above the ground on the way up? On the way down 3. What is the acceleration of the rock at any time t during its flight (after the blast) ? A2 Add file
Q.1 *
Q1/ Find
dy
of the following problem :
dx
sin 2x
a. x³ + y3 – 9xy = 0
b. y =
y2
V3x
с. у %3
x-y
d. y? = x² + sin xy
'(;*) =
g. y = (x2 – 2x + 2)e*
e. sin-1
f. y = cos-(cos x)
h. y = In(sin hx)
1 Add file
Q.2 *
Q2/
f. A dynamic blast blows a heavy rock up with velocity of 160m/sec
It reaches a height of S = 160t – 16t2 meter after t sec.
1. How high does the rock go?
2. What are the velocity and speed of the rock when it is 265m
above the ground on the way up? On the way down
3. What is the acceleration of the rock at any timet during its flight
(after the blast) ?
1 Add file
Transcribed Image Text:Q.1 * Q1/ Find dy of the following problem : dx sin 2x a. x³ + y3 – 9xy = 0 b. y = y2 V3x с. у %3 x-y d. y? = x² + sin xy '(;*) = g. y = (x2 – 2x + 2)e* e. sin-1 f. y = cos-(cos x) h. y = In(sin hx) 1 Add file Q.2 * Q2/ f. A dynamic blast blows a heavy rock up with velocity of 160m/sec It reaches a height of S = 160t – 16t2 meter after t sec. 1. How high does the rock go? 2. What are the velocity and speed of the rock when it is 265m above the ground on the way up? On the way down 3. What is the acceleration of the rock at any timet during its flight (after the blast) ? 1 Add file
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