Identify the conic and sketch its graph.
Answer to Problem 2CLT
The conic is circle.
Explanation of Solution
Given information:
Identify the conic and sketch its graph.
Calculation:
Consider the given equation,
To identify conic type rearranges the equation in standard form,
Standard form is.
On comparing with standard form the value of ,
To identify the conic type consider these conditions,
Now
Both values are of same sign and greater than zero and of equal value, so the given equation represents as conic type is Circle.
The standard form of circle equation,
Centre of the circle.
So,
Add
Now draw map of equation,
Hence the conic is circle.
Chapter 12 Solutions
EBK PRECALCULUS W/LIMITS
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