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Sin r =0.5773 how to find value of r in this?
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Sin r =0.5773 how to find value of r in this?
How to Find the Value of r When sin r = 0.5773


Step 1: Set Up the Problem

To solve for the value of r, we need to use the inverse sine function or arcsine. The equation is as follows:
arcsin(0.5773) = r

Step 2: Use a Calculator

To find the value of r, we need to use a scientific calculator. Here's how to do it:
- Enter 0.5773
- Press the inverse sine button (usually labeled as "sin^-1" or "arcsin")
- The result is the value of r in radians

Step 3: Round to the Nearest Hundredth

The answer we get from the calculator is in radians. To convert it to degrees, we can use the formula:
radians x (180/π) = degrees

We can round the answer to the nearest hundredth to make it more manageable.

Step 4: Write the Final Answer

The final answer is the value of r in degrees. We can write it as follows:
r = arcsin(0.5773) ≈ 35.08°

Note: Always check your answer by plugging it back into the original equation to make sure it works.
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Sin r =0.5773 how to find value of r in this?
Its so easy question
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