a.
To find the values for such that the triangle has one solution.
a.
Answer to Problem 37E
Explanation of Solution
Given Information:
Let us find out different values of for the given three conditions.
It is given thatand
We have to determine value of such that the triangle has one solution.
We know that a triangle will have no solution if it satisfies following condition:
Again, a triangle will have no solution if it satisfies following condition:
The necessary value is
b.
To find the values for such that the triangle has one solution.
b.
Answer to Problem 37E
Explanation of Solution
Given Information:
We have to determine value of such that the triangle has two solutions.
We know that a triangle will have two solutions if it satisfies following condition:
We get the following relation for:
The necessary value is
c.
To find the values for such that the triangle has one solution.
c.
Answer to Problem 37E
Explanation of Solution
Given Information:
We have to determine value of such that the triangle has no solution.
Here is acute angle.
We know that a triangle will have no solution if it satisfies following condition:
The necessary value is.
Chapter 6 Solutions
EBK PRECALCULUS W/LIMITS
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