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1 Pure Mathematics

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Question 680

The yield efficiency of a thermal generator, E(τ)E(\tau)E(τ), is given by the function

E(τ)=42τ2−17τ+156τ−5 E(\tau) = \frac{42\tau^2 - 17\tau + 15}{6\tau - 5} E(τ)=6τ−542τ2−17τ+15​

where τ>1\tau > 1τ>1 is the operating temperature factor. This expression can be rewritten in the form Aτ+B+C6τ−5A\tau + B + \frac{C}{6\tau - 5}Aτ+B+6τ−5C​.

State the value of AAA.

Circle your answer:

671542 6 \quad\quad 7 \quad\quad 15 \quad\quad 42 671542
[1]
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1 Pure Mathematics Questions

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