We want to compute the following limit:-22 + 7x - 6lim3x +2a) As x approaches 1, we get an indeterminate form of the typeO 100 O 0/0 O 000 - 00 0 0x o O 0/00-22 +7x-622 -3x+2b) Simplify the quotientwhen a + 1, to get an expression of the formP(x)that doesn't have a division by 0 at a = 1.Q(x)FORMATTING: To write your answer, please type it in the form [P(x), Q(x)], includingthe square brackets and write a comma between your simplified numerator P (2) andyour simplified denominator Q (x).Answer. [P(2), Q(2)) =-72 + 7x -c) Use your result in (b) to compute limx1 223x + 2Answer:

Given expression is limx→1−x2+7x−6x2−3x+2. (a) Substitute x=1 in −x2+7x−6x2−3x+2…

We want to compute the following limit: -2 +7z - 6 lim 11 22 - 3z + 2 a) As z approaches 1, we get an indeterminate form of the type O 10 O 0/0 O 00 O 0 - 0 O 0 x 0 O 0/0 -2²+7z-6 12 -3z+2 b) Simplify the quotient when z + 1, to get an expression of the form P(z) that doesn't have a division by 0 at z = 1. Q(z) FORMATTING: To write your answer, please type it in the form [P(x), Q(z)], including the square brackets and write a comma between your simplified numerator P (z) and your simplified denominator Q (2). Answer: [P(z), Q(z)] = -22 + 7z - 6 c) Use your result in (b) to compute lim I1 2 - 3x +2 Answer.

We want to compute the following limit: -2 +7z - 6 lim 11 22 - 3z + 2 a) As z approaches 1, we get an indeterminate form of the type O 10 O 0/0 O 00 O 0 - 0 O 0 x 0 O 0/0 -2²+7z-6 12 -3z+2 b) Simplify the quotient when z + 1, to get an expression of the form P(z) that doesn't have a division by 0 at z = 1. Q(z) FORMATTING: To write your answer, please type it in the form [P(x), Q(z)], including the square brackets and write a comma between your simplified numerator P (z) and your simplified denominator Q (2). Answer: [P(z), Q(z)] = -22 + 7z - 6 c) Use your result in (b) to compute lim I1 2 - 3x +2 Answer.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section: Chapter Questions

Problem 63RE

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