3. a) Find the percentage error in computing u = Vx at x = 2.45, when x is 4 p) | If Ax = 0.005, Ay = 0.001 be the absolute errors in x = 2.11 and y = 4.15, find the relative error in the computation of x + y. :) Find the percentage error in y = 3x(x° – 2) at x = 1, if the percentage error in x is 5. 0.31x + 2.73 If the coefficients are rounded off of find the absolute and relative in y x + 0.35 when x = 0,5 ± 0.1. %3D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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( please solve all the parts I Will give thumbs up)
3.
a) Find the percentage error in computing u = Vx at x = 2.45, when x is 4
b) | If Ax = 0.005, Ay = 0.001 be the absolute errors in x = 2.11 and y = 4.15, find the
relative error in the computation of x + y.
c) Find the percentage error in y = 3x(x6 – 2) at x = 1, if the percentage error in x is 5.
d)
.0.31x + 2.73
If the coefficients are rounded off of
find the absolute and relative in y
x + 0.35
when x = 0.5 ± 0.1.
Transcribed Image Text:3. a) Find the percentage error in computing u = Vx at x = 2.45, when x is 4 b) | If Ax = 0.005, Ay = 0.001 be the absolute errors in x = 2.11 and y = 4.15, find the relative error in the computation of x + y. c) Find the percentage error in y = 3x(x6 – 2) at x = 1, if the percentage error in x is 5. d) .0.31x + 2.73 If the coefficients are rounded off of find the absolute and relative in y x + 0.35 when x = 0.5 ± 0.1.
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