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1) 2) 3) Find: lim x → 1 Find: lim x→6 Find: lim x-5 x² - 1 x - 1 x² - 36 - 6 x² - 25 x - 5

1) 2) 3) Find: lim x → 1 Find: lim x→6 Find: lim x-5 x² - 1 x - 1 x² - 36 - 6 x² - 25 x - 5

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.5: The Kernel And Range Of A Linear Transformation
Problem 10EQ
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1) 2) 3) 4) 5) 6) Find: lim Find: Find: x → 1 lim x→6 lim x → 5 Find: lim x → 7 Find: lim x → 4 Find: lim x → 0 x² X x² - 36 6 X x² - 25 I X x² - 49 7 I x² - 16 X sin x
Transcribed Image Text:1) 2) 3) 4) 5) 6) Find: lim Find: Find: x → 1 lim x→6 lim x → 5 Find: lim x → 7 Find: lim x → 4 Find: lim x → 0 x² X x² - 36 6 X x² - 25 I X x² - 49 7 I x² - 16 X sin x
7) 12/18/2020 https://www.educosoft.com/Assessments/Test PaperPrint.aspx?showans=0&PrintOpt=2&Ver 8) 9) Find: lim x → 0 10) Given f(x) = Given tan x { ƒ (x) = { f Given Find: lim f(x). x→ 4 6; x< 4 8 x + 5; x ≥ 4 3 f(x) = 3 x 2 ; x < 6 4 x + 4 ; x ≥ 6, Find: lim f(x). x→6 4 x { 9 x 4 ; x < 5 3x+2 ; x ≥ 5, Find: lim f(x). x → 5 Test Pa
Transcribed Image Text:7) 12/18/2020 https://www.educosoft.com/Assessments/Test PaperPrint.aspx?showans=0&PrintOpt=2&Ver 8) 9) Find: lim x → 0 10) Given f(x) = Given tan x { ƒ (x) = { f Given Find: lim f(x). x→ 4 6; x< 4 8 x + 5; x ≥ 4 3 f(x) = 3 x 2 ; x < 6 4 x + 4 ; x ≥ 6, Find: lim f(x). x→6 4 x { 9 x 4 ; x < 5 3x+2 ; x ≥ 5, Find: lim f(x). x → 5 Test Pa
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