Term
What is The Instructor's Office Number?
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Definition
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What Is The Solution This Problem?:
A/0
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Definition
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Term
How Do You Solve This Problem?:
Lim (((x^2)-Ax-B)/(x-C))
When x approaches C
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Definition
1.) Factor the Numerator
Find what numbers can be added together to equal "-A" and multiplied together to equal "-B". These are the factors.
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2.) Eliminate Common Terms That Are In The Numerator and Denominator
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3.) Evaluate the Function to Solve For The Limit
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Term
How Do You Solve This Problem?:
Lim (sqrt (x^2)-A)
When x approaches B
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Definition
1.) Evaluate the Function
(sqrt (B^2)-A)
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Term
How Do You Solve This Problem?:
Lim ((sqrt x-A)/(x-(A^2))
When x approaches (A^2)
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Definition
1.) The Solution is:
(1/(A*2))
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Term
What is the Solution To This Problem?:
Lim x/x-A
When x approaches A
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Definition
A/0 = Undefined
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No Limit
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Term
What is A One Sided Function?
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Definition
A graph where there is a function on each side of the graph, but neither function approaches the same point.
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Term
What is A Two Sided Function?
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Definition
A graph where there is a function on each side of the graph, and both functions approach the same point.
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Term
How Do You Solve This Problem?
Lim (((Ax^2)-Bx+C)/((Dx^2)-Ex-F))
When x approaches infinity
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Definition
The Solution Is:
A/D
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Term
What Does This Equal?
(A-B)(A+B)
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Definition
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Term
What Is The Solution To?:
Lim (((x^3)-2x)/((x^2)+1))
When x approaches Infinity
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Definition
The Solution Is:
Infinite
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Term
What Is The Solution To?:
Lim (x/((x^2)-1))
When x approaches Infinity
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Definition
The Solution Is:
Zero
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Term
What is the Solution To?"
x/(x^2)
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Definition
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Term
What is the Solution To?:
Lim ((Ax^2)+B)^-C
When x approaches to Infinity
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Definition
1.) Use The Negative Exponent Rule
1/((Ax^2)+B)^C
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2.) The Answer is 0
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Term
What is the Negative Exponent Rule?
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Definition
(A^-B) = (1/(A^B))
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Term
What is The Solution To This Problem?:
Lim ((Ax-B)(Cx+D))/((Ex^2)-x+D)
When x approaches infinity
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Definition
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Term
What is The Solution To This Problem?:
Lim ((Ax^5)+(Bx^4)-(Cx^3))/(D-(Ex^5))
When x approaches infinity
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Definition
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Term
What Is The Solution To This Problem?:
x/A
When x approaches infinity
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Definition
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