If a thin metal rod is heated or cooled, its length changes. The length of the rod, L (cm), as a function of the temperature, t (degrees), is given by the linear equation below. Assume that Lo, and To are all positive constants. L- Lok(t-To) If the temperature of the rod is 3To degrees, what is the length of the rod in centimeters? O Lo + 2kTo Lo + 3kTo Ok O 3L0 O Lo + kTo 3k

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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If a thin metal rod is heated or cooled, its length changes.
The length of the rod, L (cm), as a function of the temperature, t (degrees), is given by the linear equation below.
Assume that Lo, and To are all positive constants.
L - Lok(t-To)
If the temperature of the rod is 370 degrees, what is the length of the rod in centimeters?
O Lo + 2kTo
O Lo + 3kTo
Ok
340
O Lo + KTO
O 3k
Transcribed Image Text:7. DETAILS If a thin metal rod is heated or cooled, its length changes. The length of the rod, L (cm), as a function of the temperature, t (degrees), is given by the linear equation below. Assume that Lo, and To are all positive constants. L - Lok(t-To) If the temperature of the rod is 370 degrees, what is the length of the rod in centimeters? O Lo + 2kTo O Lo + 3kTo Ok 340 O Lo + KTO O 3k
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