Part I - Directions: For each category of problem type you are provided several

Q: Part I - Directions: For each category of problem type you are provided several

Rule discovered: If teh value of f(x) at the limiting value of x exists, then we can find it by directly putting x in the expression for f(x). The problem in lim(x->-5) (x-2)/(x+5) is that at x=5, denominator becomes 0, thus f(x) becomes infinity, so limit doesn't exist.

ID: 2847431 • Letter: P

Question

Part I - Directions: For each category of problem type you are provided several problem questions and the correct answer. Look at the example questions and answers you are provided and determine how the answers were arrived at. Then, devise a rule you could use that could be used to solve any such problem of that type.

Category 1:

What Rule can you discover that allows you to find the limit for any problem like those above?

If example 3 had been written as what issue would have arisen? What does that mean for the limit?

Explanation / Answer

Rule discovered:

If teh value of f(x) at the limiting value of x exists, then we can find it by directly putting x in the expression for f(x).

The problem in lim(x->-5) (x-2)/(x+5) is that at x=5, denominator becomes 0, thus f(x) becomes infinity, so limit doesn't exist.

Navigate

Part I - Describe DNA Mutations: Definition: Define a mutation. Are they good or

Part I - Directions: For the function ?_0^2??f(x)=(x-2)^2+2 ? dx we are going to

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.

Part I - Directions: For each category of problem type you are provided several

Question

Explanation / Answer

Related Questions

Navigate