Q1. Fill in the blank with a suitable mathematical expression. 1. The function f(x) is symmetric about the origin if, 2. The yectors T and v are perpendicular if 3.Let F(x) = (2x³y)i+ (y?e#)j- (5x cos z )k then divergence o %3D

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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Q1. Fill in the blank with a suitable mathematical expression.
1. The functionf(x) is symmetric about the origin if
2. The yectors ư' and v are perpendicular if
3.Let F(x) = (2xy)i+ G?e#)j-(5x cos z)k then divergence of F
4.The inverse Laplace transform of
S-3
is
(s-3)2+16
5.Z-transform of {u(n) + 2 nu(n)} is
x +3
6.The lim
3x
sin
is equal to
-4x+7
7.The [ is equal to
8.The integral S
is
9.Let f(x, y) = 3V*24y2
then
is
10.Fourier transform of the function {3+e } is...
Q2 a. Find the eigenvectors of the matrix
b. Solve the ordinary differential equafion:
dy Y=e
dx
卻一
Transcribed Image Text:Q1. Fill in the blank with a suitable mathematical expression. 1. The functionf(x) is symmetric about the origin if 2. The yectors ư' and v are perpendicular if 3.Let F(x) = (2xy)i+ G?e#)j-(5x cos z)k then divergence of F 4.The inverse Laplace transform of S-3 is (s-3)2+16 5.Z-transform of {u(n) + 2 nu(n)} is x +3 6.The lim 3x sin is equal to -4x+7 7.The [ is equal to 8.The integral S is 9.Let f(x, y) = 3V*24y2 then is 10.Fourier transform of the function {3+e } is... Q2 a. Find the eigenvectors of the matrix b. Solve the ordinary differential equafion: dy Y=e dx 卻一
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