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Trigonometry - Labeling of Side Ratios (Level 1)

This topic focuses on practicing trigonometry, specifically labeling side ratios in right triangles relative to a specific angle. The problems involve determining ratios such as opposite over hypotenuse or adjacent over hypotenuse for a given angle in multiple triangle diagrams, enhancing understanding of sine and cosine concepts fundamental to trigonometry. Each problem offers multiple choice answers with different ratio expressions, aiding in the visualization and identification of triangle sides according to trigonometric relations. This is part of a series introducing basic trigonometry concepts.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Labeling of Side Ratios

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What would the ratio of opposite over hypotenuse be with respect to angle 'A'

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Trigonometry - Labeling of Side Ratios Worksheet

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Math worksheet on 'Trigonometry - Labeling of Side Ratios (Level 1)'. Part of a broader unit on 'Trigonometry Foundations' Learn online: app.mobius.academy/math/units/trigonometry_foundations/
1
An svg image showing a math problem
What would the ratio of opposite over adjacent be with respect to angle 'A'
a A LaTex expression showing r over y
b A LaTex expression showing p over r
c A LaTex expression showing p over y
d A LaTex expression showing y over r
e A LaTex expression showing y over p
f A LaTex expression showing r over p
2
An svg image showing a math problem
What would the ratio of opposite over adjacent be with respect to angle 'A'
a A LaTex expression showing x over n
b A LaTex expression showing n over x
c A LaTex expression showing x over p
d A LaTex expression showing n over p
e A LaTex expression showing p over n
f A LaTex expression showing p over x
3
An svg image showing a math problem
What would the ratio of opposite over hypotenuse be with respect to angle 'A'
a A LaTex expression showing x over d
b A LaTex expression showing m over x
c A LaTex expression showing x over m
d A LaTex expression showing d over m
e A LaTex expression showing m over d
f A LaTex expression showing d over x
4
An svg image showing a math problem
What would the ratio of opposite over adjacent be with respect to angle 'A'
a A LaTex expression showing m over y
b A LaTex expression showing m over n
c A LaTex expression showing y over m
d A LaTex expression showing n over m
e A LaTex expression showing n over y
f A LaTex expression showing y over n
5
An svg image showing a math problem
What would the ratio of adjacent over hypotenuse be with respect to angle 'A'
a A LaTex expression showing x over y
b A LaTex expression showing x over d
c A LaTex expression showing d over x
d A LaTex expression showing y over x
e A LaTex expression showing y over d
f A LaTex expression showing d over y
6
An svg image showing a math problem
What would the ratio of opposite over adjacent be with respect to angle 'A'
a A LaTex expression showing x over r
b A LaTex expression showing r over x
c A LaTex expression showing m over x
d A LaTex expression showing r over m
e A LaTex expression showing m over r
f A LaTex expression showing x over m
7
An svg image showing a math problem
What would the ratio of opposite over adjacent be with respect to angle 'A'
a A LaTex expression showing p over r
b A LaTex expression showing x over p
c A LaTex expression showing p over x
d A LaTex expression showing x over r
e A LaTex expression showing r over p
f A LaTex expression showing r over x