We know,
Probability of an event = (Number of Favorable outcomes) / (Total Numbers of outcomes)
In this case, total numbers of outcomes = 100.
(i) Probability of 2 Heads coming up
= \(\frac{36}{100}\)
= 0.36
(ii) Probability of 3 Heads coming up
= \(\frac{12}{100}\)
= 0.12
(iii) Probability of at least one head coming up
= \(\frac{(38+36+12)}{100}\)
= \(\frac{86}{100}\)
= 0.86
(iv) Probability of getting more Heads than Tails
= \(\frac{(36+12)}{100}\)
= \(\frac{48}{100}\)
= 0.48
(v) Probability of getting more tails than heads
= \(\frac{(14+38)}{100 }\)
= \(\frac{52}{100}\)
= 0.52