- #1
screamtrumpet
- 16
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Homework Statement
(1/sqr root(1+s)-1)/(s)
Homework Equations
The Attempt at a Solution
I first subtracted the numerator and got 1 on top
1/sqr root (1+5)
The limit of (1/sqrt(1+s)-1)/(s) is 0.
To solve for the limit of (1/sqrt(1+s)-1)/(s), we can use algebraic manipulation and the limit laws to rewrite the expression and then evaluate the limit.
Solving for the limit of (1/sqrt(1+s)-1)/(s) can help us understand the behavior of the function as the input approaches a certain value. It can also help us determine the rate of change of the function at that point.
The most common methods used to solve for the limit of (1/sqrt(1+s)-1)/(s) are algebraic manipulation, substitution, and applying the limit laws.
Yes, the limit of (1/sqrt(1+s)-1)/(s) can be calculated without using calculus by using algebraic manipulation and basic arithmetic operations.