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Algebra: Sin, Cos, Tan Graph Basics Review Flashcards | StudBud
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Algebra: Sin, Cos, Tan Graph Basics Review
Algebra: Sin, Cos, Tan Graph Basics Review
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Consolidating the basic characteristics of sin, cos & tan graphs.
Flashcards
14 cards
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Practice quiz
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Questions
14
Answers
1
What is the coordinates of the y-intercept of y=sinx?
(0;0)
(90;0)
(0;1)
(1;0)
2
Which of the following points are an x-intercept of y=sinx
(270;0)
(180;0)
(90;0)
(0;0)
3
Which function describe this graph?
y=cosx
y=sinx
y=tanx
4
Give the coordinates of the y-intercept of y=cosx
(1;0)
(0;0)
(0;-1)
(0;1)
5
What is the equation of this graph?
y=cosx
y=sinx
y=tanx
6
Which of the following is an asymptote of y=tanx?
x=90
y=90
y=0
x=0
7
What is the equation of this graph?
y=sinx
y=cosx
y=tanx
8
What is the range of y=sinx?
1
[1;-1]
[-1;1]
(-1;1)
9
Give the equation of the following graph:
y=cosx
y=sinx
y=tanx
10
What is the amplitude of y=cosx
0
4
2
1
11
What is the amplitude of y=cosx
1
0
4
2
12
What it the period of y=sinx?
\frac{3\pi}{4}c
180o or πc
360o or 2πc
9\frac{\pi}{4}c
13
What is the period of y=tanx?
180o
90o
360o
270o
14
Which of the following points are an x-intercept of y=sinx
(90;0)
(270;0)
(180;0)
(0;0)
