Lim [abs (x-7) ] / [x-7]

x - > 7 (-)

Question

Mathematics

Breanna Harrison

19 April, 03:47

Lim [abs (x-7) ] / [x-7]

x - > 7 (-)

+1

Answers (1)

Know the Answer?

Eliza Luna · Answer 1

Lim [abs (x - 7) ] / [x - 7] as x - > 7^-

For x = 6.9: Lim[abs (6.9 - 7) / (6.9 - 7) ] = - 1

For x = 6.99: Lim[abs (6.99 - 7) / (6.99 - 7) ] = - 1

For x = 6.999: Lim[abs (6.999 - 7) / (6.999 - 7) ] = - 1

Therefore, Lim [abs (x - 7) ] / [x - 7] as x - > 7^ - is - 1

Lim [abs (x-7) ] / [x-7]x - > 7 (-)

Lim [abs (x-7) ] / [x-7]

x - > 7 (-)