The one-one function $$\(\mathrm{f}\)$$ is defined by $$\(\mathrm{f}: x \mapsto-3 x^{2}+12 x+2\)$$ for $$\(x \leqslant k\)$$. State the largest possible value of the constant $$\(k\)$$. .................................................................................................................................................... .................................................................................................................................................... .................................................................................................................................................... ....................................................................................................................................................
Exam No:9709_w21_qp_11 Year:2021 Question No:8(b)
Answer:
\([k=] 2\)
Knowledge points:
1.2.3 determine whether or not a given function is one-one, and find the inverse of a one-one function in simple cases
Solution:
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