Fill in the blanks to complete the verification. If a squared term is needed, type it as (sin x) sq. (Fil in the blank does not allow for exponents) sin e cot z cos a csc? e Proof: Rewrite cosecant in terms of its reciprocal and simplify so that the terms are cos cac? the proper location in the fraction. (No fractions within fractions.) goes in the numerator. Cos a is the numerator expanded. Cos a Separate into two factors: sin and Cos a Replace sin with cos a Use the identity to complete the proof. sin e cot x
Fill in the blanks to complete the verification. If a squared term is needed, type it as (sin x) sq. (Fil in the blank does not allow for exponents) sin e cot z cos a csc? e Proof: Rewrite cosecant in terms of its reciprocal and simplify so that the terms are cos cac? the proper location in the fraction. (No fractions within fractions.) goes in the numerator. Cos a is the numerator expanded. Cos a Separate into two factors: sin and Cos a Replace sin with cos a Use the identity to complete the proof. sin e cot x
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 39RE
Related questions
Question
![Fill in the blanks to complete the verification.
If a squared term is needed, type it as (sin x) sq. (Fill i the blank does not allow for exponents.)
sin
cot a
cos z csc z
Proof:
1
cos a cac?
the proper location in the fraction. (No fractions within fractions.)
Rewrite cosecant in terms of its reciprocal and simplify so that the terms are in
goes in the numerator.
Cos a
is the numerator expanded.
cos a
Separate into two factors: sin z and
cos 2
Replace sin with
cos z
Use the
identity to complete the proof.
sin x
cot x](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7eee52eb-fbf6-439e-bea1-a44e17c54ad0%2F03a8a897-36ea-4138-85ac-232636f48c8a%2Ftmuxc8f_processed.png&w=3840&q=75)
Transcribed Image Text:Fill in the blanks to complete the verification.
If a squared term is needed, type it as (sin x) sq. (Fill i the blank does not allow for exponents.)
sin
cot a
cos z csc z
Proof:
1
cos a cac?
the proper location in the fraction. (No fractions within fractions.)
Rewrite cosecant in terms of its reciprocal and simplify so that the terms are in
goes in the numerator.
Cos a
is the numerator expanded.
cos a
Separate into two factors: sin z and
cos 2
Replace sin with
cos z
Use the
identity to complete the proof.
sin x
cot x
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