1. A coin is tossed $800$ times and the outcomes were noted as: Head: $415$, Tail : $385$. Find the probability of the coin showing up (i) a head, (ii) a tail.

Home » 1. A coin is tossed times and the outcomes were noted as: Head: , Tail : . Find the probability of the coin showing up (i) a head, (ii) a tail.

1. A coin is tossed $800$ times and the outcomes were noted as: Head: $415$ , Tail : $385$ . Find the probability of the coin showing up (i) a head, (ii) a tail.

Class 10 | Frank | ICSE | Maths | Probability

1. A coin is tossed $800$ times and the outcomes were noted as: Head: $415$ , Tail : $385$ . Find the probability of the coin showing up (i) a head, (ii) a tail.

Probability means possibility. It is a branch of mathematics that deals with the occurrence of a random event. The value is expressed from zero to one.

From the question it is given that,

A coin is tossed $800$ times, so total number of trials is $800$ .

Let us assume that, ${{A}_{1}}$ and ${{A}_{2}}$ be the events of the coin,

So, total number of times A₁ occurs = $415$ and the total number of times A₂ occurs = $385$

Then,

$P({{E}_{{{1}_{{}}}}})$ = $\frac{415}{800}$

= $\frac{83}{160}$

$P({{E}_{{{2}_{{}}}}})$ = $\frac{385}{800}$

= $\frac{77}{160}$

i

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