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In the model (R(t)=r-8t), (R(5)=104) and (R(s)=48). What is (s)?

Answer and explanation

Correct answer: 12

Given \(R(t)=r-8t\), substitute \(R(5)=104\): \(r-8(5)=104\), so \(r=144\). Now \(R(s)=48\) gives \(144-8s=48\). Thus \(8s=96\), and \(s=12\). For example, \(s=14\) would not give a value of 48. Exam tip: first find the constant \(r\) from the known input-output pair, then use the second condition.

Related tags

Linear DecayLinear EquationsSubstitutionPolynomialsAlgebraLinear Growth And DecayIntroduction To PolynomialsMathematics

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