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MBF3C: Mathematics of Personal Finance Day 1: Primary Trig Ratios Finding Side LengthsDate: Unit 1: TrigonometryPrimary Trigonometry Ratios Finding Side Lengths There are three primary trigonometry
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01
To fill out primary trigonometry ratios, follow these steps:
02
Identify the given angle or angles in the right triangle.
03
Determine which trigonometric ratio you need to find (sine, cosine, or tangent) based on the given information.
04
Use the appropriate trigonometric formula to calculate the ratio.
05
Substitute the values of the corresponding sides or angles into the formula.
06
Simplify the equation and solve for the unknown ratio using algebraic manipulation or a calculator if needed.
07
Round the answer to the desired degree of accuracy if required.
08
Repeat the steps for any additional ratios or angles required.

Who needs primary trigonometry ratios finding?

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Primary trigonometry ratios finding is needed by anyone studying or working in fields such as mathematics, engineering, physics, surveying, architecture, navigation, and more.
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It is particularly useful for solving right triangles and understanding the relationships between angles and sides in trigonometry.
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