Math Problem Statement
y = sin x solve (325,212.5) (425,150) (560, 200)
Solution
To solve the equation for the given points , , and , we need to check if these points satisfy the equation.
Let's analyze each point to see if it lies on the curve .
1. Convert x-values to radians
Since the sine function generally operates in radians, let's convert the x-values to radians:
2. Calculate for each x-value
After converting, we will calculate and compare it to the given y-values.
3. Compare the calculated values to the given y-values
Step 1: Convert x-values to radians
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For :
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For :
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For :
Step 2: Calculate
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For :
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For :
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For :
Step 3: Compare with given y-values
- Point : [ \text{Given } y = 212
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Math Problem Analysis
Mathematical Concepts
Trigonometry
Sine Function
Radians Conversion
Formulas
\( y = \sin(x) \)
Theorems
-
Suitable Grade Level
Advanced High School
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