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The intensity I of heat varies directly as the strength of the source and inversely as the square of the distance from the source. If an object approaches a heated object of strength 4.00 units at a rate of 60.0 cm/s, how fast is the intensity changing when it is 110 cm from the source? Begin by writing an equation relating the intensity, I, and the distance from the source, x. Use k as the constant of proportionality. V when it is 110 cm from the source. The intensity is changing at a rate of (Simplify your answer. Round to sx decimal places as needed.)

The intensity I of heat varies directly as the strength of the source and inversely as the square of the distance from the source. If an object approaches a heated object of strength 4.00 units at a rate of 60.0 cm/s, how fast is the intensity changing when it is 110 cm from the source? Begin by writing an equation relating the intensity, I, and the distance from the source, x. Use k as the constant of proportionality. V when it is 110 cm from the source. The intensity is changing at a rate of (Simplify your answer. Round to sx decimal places as needed.)

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The intensity I of heat varies directly as the strength of the source and inversely as the square of the distance from the source. If an object approaches a heated object of strength 4.00 units at a rate of 60.0 cm/s, how fast is the intensity changing when it is 110 cm from the source? ... Begin by writing an equation relating the intensity, I, and the distance from the source, x. Use k as the constant of proportionality. The intensity is changing at a rate of (Simplify your answer. Round to six decimal places as needed.) V when it is 110 cm from the source.
Transcribed Image Text:The intensity I of heat varies directly as the strength of the source and inversely as the square of the distance from the source. If an object approaches a heated object of strength 4.00 units at a rate of 60.0 cm/s, how fast is the intensity changing when it is 110 cm from the source? ... Begin by writing an equation relating the intensity, I, and the distance from the source, x. Use k as the constant of proportionality. The intensity is changing at a rate of (Simplify your answer. Round to six decimal places as needed.) V when it is 110 cm from the source.
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