If $\sec t = - 5$ And the Terminal Point for T Is in Quadrant II

question 70

Multiple Choice

If $\sec t = - 5$ and the terminal point for t is in quadrant II, find $\sin ^ { 2 } t + \cos ^ { 2 } t$

• A) \(1\)
• B) \(\frac { 24 } { 25 }\)
• C) \(\frac { 2 \sqrt { 5 } } { 5 }\)
• D) \(2\)
• E) \(10\)

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Definitions:

Inductive Argument

Reasoning that moves from specific instances to a generalized conclusion, typically involving probability rather than certainty.

Premises

Statements or ideas that form the basis for a reasoned argument or the background against which an argument is formed.

Conclusion

The statement that logically follows from the premises in a logical argument, often signified by therefore.

Sample Variety

Refers to the diversity within a sample group in research, indicating a range of characteristics or attributes.