null
US
Sign In
Sign Up for Free
Sign Up
We have detected that Javascript is not enabled in your browser. The dynamic nature of our site means that Javascript must be enabled to function properly. Please read our
terms and conditions
for more information.
Next up
Copy and Edit
You need to log in to complete this action!
Register for Free
7155014
Trigonometric Identities
Description
Quiz testing your knowledge of all the identities that you ever needed to know that aren't in the formula booklet.
No tags specified
maths
a-level
c3
mathematics
trigonometry
identities
trigonometric identities
mathematics
c3
as - level
Quiz by
Eleanor H
, updated more than 1 year ago
More
Less
Created by
Eleanor H
almost 8 years ago
79
2
0
Resource summary
Question 1
Question
cosec(x) =
Answer
1/cos(x)
1/sin(x)
1/tan(x)
Question 2
Question
sec(x) =
Answer
1/cos(x)
1/sin(x)
1/tan(x)
Question 3
Question
sin(x) =
Answer
1/cosec(x)
1/cot(x)
1/sec(x)
Question 4
Question
cos(x) =
Answer
1/cosec(x)
1/sec(x)
1/cot(x)
Question 5
Question
cot(x) =
Answer
1/tan(x)
1/cos(x)
1/sin(x)
sin(x)/cos(x)
cos(x)/sin(x)
Question 6
Question
tan(x) =
Answer
1/cosec(x)
1/sec(x)
1/cot(x)
cos(x)/sin(x)
sin(x)/cos(x)
Question 7
Question
[blank_start]sin^2(x)[blank_end] + cos^2(x) = [blank_start]1[blank_end]
Answer
sin^2(x)
1
cot^2(x)
tan^2(x)
cosec^2(x)
sec^2(x)
Question 8
Question
tan^2(x) + 1 = [blank_start]sec^2(x)[blank_end]
Answer
sec^2(x)
cos^2(x)
cosec^2(x)
sin^2(x)
cot^2(x)
Question 9
Question
[blank_start]cot^2(x)[blank_end] + [blank_start]1[blank_end] = cosec^2(x)
Answer
cot^2(x)
sec^2(x)
tan^2(x)
cos^2(x)
1
tan^2(x)
cos^2(x)
sec^2(x)
Show full summary
Hide full summary
Want to create your own
Quizzes
for
free
with GoConqr?
Learn more
.
Similar
Maths C4 Trig formulae (OCR MEI)
Zacchaeus Snape
FREQUENCY TABLES: MODE, MEDIAN AND MEAN
Elliot O'Leary
Using GoConqr to study Maths
Sarah Egan
SAMPLING
Elliot O'Leary
Mathematics A - Edexcel - GCSE - Paper 1 November 2014 1MA0/1H Theory
Josh Anderson
HISTOGRAMS
Elliot O'Leary
CUMULATIVE FREQUENCY DIAGRAMS
Elliot O'Leary
STEM AND LEAF DIAGRAMS
Elliot O'Leary
TYPES OF DATA
Elliot O'Leary
Geometry Theorems
PatrickNoonan
Fractions and percentages
Bob Read
Browse Library