Math, asked by sadivelayudhan13, 8 months ago

Three coins are tossed simultaneously 400 times and following frequencies of
outcomes were recorded
Outcomes
Frequency
3 heads
103
2 heads
124
1 head
No head
(1) Find the probability of getting no head
(ii) Find the probability of getting 1 head
in Find the probability of getting exactly 2 heads

Answers

Answered by singhtaniya1975
8

Answer:

one head is get because tali is not come

because coin is always get tali

Answered by TanikaWaddle
8

probability ( no head ) = \frac{73}{400}

probability  ( 1 head ) = \frac{100}{400}

probability (exactly 2 heads ) = \frac{124}{400}

Step-by-step explanation:

assuming the frequency of 1 head and no head is 100 and 73

given : Three coins are tossed simultaneously 400 times

total number of outcome = 400

outcomes   frequency

3 heads        103

2 heads        124

1 head           100

no head          73

then

probability = \frac{number of outcome}{total outcome}

probability ( no head ) = \frac{73}{400}

probability  ( 1 head ) = \frac{100}{400}

probability (exactly 2 heads ) = \frac{124}{400}

#Learn more:

A coin is tossed once. Find the probability of:

(6) getting a head (ii) not getting a head.​

https://brainly.in/question/14798860

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