Question

Bantu jawab matematika ​

Answer 1

1/2

Penjelasan dengan langkah-langkah:

lim (1 - √x+1 / x^2 - x)

x -> 0

= ((1 - √x+1)(1+√x+1) / (x^2 - x)(1+√x+1))

= (1 - x - 1 / x(x - 1) (1+√x+1))

= (-x / x(x - 1) (1+√x+1))

= (- 1 / (x - 1) (1+√x+1))

= (-1 / ((0) - 1) (1+√(0)+1))

= (-1 / (-1)(1 + √1))

= - 1 / - 1 ( 1 + 1)

= -1 / - 2

= 1/2

☆brainlybachelor7