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She had + 5% sinx, y03 = 5. What is the correct expression for the equation?

A. 3x + 5% sin(y^3) = 5
B. 3x + 0.05sin(y^3) = 5
C. 3x + 5sin(y^3) = 5
D. 3x + 5sin(y)^3 = 5

User KostaZ
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1 Answer

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Final answer:

The correct expression for the given question is '3x + 0.05sin(y^3) = 5', which corresponds to Option B, indicating the mathematical operation of adding 5% of sin(y cubed) to 3x.

Step-by-step explanation:

The correct expression for the equation 'She had + 5% sinx, y03 = 5' is one that accurately reflects the mathematical operations and notations involving percentages and trigonometric functions. In the given options, '5%' would need to be converted to a decimal, which would be 0.05. Additionally, the context appears to be dealing with a sine function of y cubed, sin(y^3), rather than sin(x) or the cube of sin(y). Therefore, the equation should include 0.05 multiplied by the sine of y cubed.

Based on this understanding, the correct expression is Option B: 3x + 0.05sin(y^3) = 5. This equation reflects the correct use of the percentage as a decimal in a mathematical expression involving trigonometric functions.

User Matt Ridge
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