Give an e-8 proof of the limit fact. lim (8x - 2) = - 2 х>0 Let ɛ >0 be given. Choose the correct answer below. Then 0< |x-0|<8 =|(8x-2)– 8x| = |- 2x| = 2|x|<26 = e. O A. Choose 8 = O B. Choose & = 8ɛ. Then 0< |x-0| < 8= |(8x- 2) - (- 2)| = |8x|= 8|x|< = E. Then 0< |x-0|<ô =|(8x - 2) - (- 2)| = |8x| = 8|x| < 86 = ɛ. C. Choose 8 O D. Choose & = ɛ. Then 0< |x- 0| < 8=|(8x-2) – (-2)| = |8x|< 8 = e.

Give an e-8 proof of the limit fact. lim (8x - 2) = - 2 х>0 Let ɛ >0 be given. Choose the correct answer below. Then 0< |x-0|<8 =|(8x-2)– 8x| = |- 2x| = 2|x|<26 = e. O A. Choose 8 = O B. Choose & = 8ɛ. Then 0< |x-0| < 8= |(8x- 2) - (- 2)| = |8x|= 8|x|< = E. Then 0< |x-0|<ô =|(8x - 2) - (- 2)| = |8x| = 8|x| < 86 = ɛ. C. Choose 8 O D. Choose & = ɛ. Then 0< |x- 0| < 8=|(8x-2) – (-2)| = |8x|< 8 = e.

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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