
Advanced Examples 5-8
Presentation
•
Mathematics
•
11th Grade
•
Practice Problem
•
Medium
David Granda
Used 1+ times
FREE Resource
18 Slides • 10 Questions
1
Advanced Examples
Verifying identities
Follow the slides to verify the identities, problems 5-8 (handout examples)
2
Choose the most complex side of the equation to verify the identity.
3
Multiple Choice
5. Which side of the equation should we simplify?
Left
Right
4
Multiple Choice
What is a possible first step?
Separate the fraction
Use a Pythagorean identity
Multiply by the conjugate
Cancel the secant
5
6
Multiple Choice
How can we rewrite the expression?
Use reciprocal identities.
Cancel the secants to get 1
Cross multiply
Square the fractions
Multiply everything by sine
7
Can you see what your last step should be?
8
9
Choose the most complex side of the equation to verify the identity.
10
Multiple Choice
6. Which side of the equation should we simplify?
Left
Right
11
Multiple Choice
What is the best possible first step?
Use a Pythagorean identity
separate the fractions
Rewrite using reciprocal identities
Factor the numerator
12
Can you see what your last step should be?
13
14
Choose the most complex side of the equation to verify the identity.
15
Multiple Choice
7. Which side of the equation should we simplify?
Left
Right
16
Multiple Choice
What is the best possible first step?
Use a Pythagorean identity
Expand the squared factor
Rewrite using reciprocal identities
Factor a common factor
17
Can you see an identity after expanding?
18
19
Multiple Select
What are possible next steps?
Multiply everything by sine
Distribute tangent
factor out the 2
Rewrite tangent
as sine/cosine
20
What can we do after distributing and rewriting?
Can you see it?
21
22
What can we do when simplifying the left side?
23
Multiple Choice
What could we do to rewrite the left side of the equation?
Factor the numerator (difference of squares)
Use a Pythagorean identity
Keep change flip
Multiply by the conjugate
24
25
26
Multiple Choice
How can we proceed?
Separate as two fractions
Rewrite the denominator
(Pythagorean identity)
27
28
Advanced Examples
Verifying identities
Follow the slides to verify the identities, problems 5-8 (handout examples)
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