Question

Accepted Answer

(a) ${\frac{27}{20}-2p}$ (b) ${\frac{7}{20} \leq p \leq \frac{3}{5}}$ (c) ${\frac{11}{70}}$ (d) Assume that: The probability that Leo cycles on a day is constant at ${\frac{5}{7}}$ for all days over the ${5}$ weeks. The event that Leo cycles on a day is independent of the event that he cycles on another day. (e) ${0.937	ext{ (3 s.f.)}}$ (f) ${0.00102	ext{ (3 s.f.)}}$