Question

26. A Coin is tossed 500 times with the following frequency: Head: 276, Tail: 224
Compute the.Probability for each event.
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Answer 1

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$\huge\sf{\underline{\underline{\green{Solution:-}}}}$

☛ Total number of outcomes = 500

☯ A = Head = 276

☯ B = Tail = 224

Probability for each event :-

$: \implies \: \sf{P(A) = \dfrac{276}{500} }$

$: \implies \: \sf{ \dfrac{69}{125} }$

$\sf:\implies \underline{\boxed{\red{\mathfrak{0.552}}}} \: \star$

_____________________

$: \implies \: \sf{P(B) = \dfrac{224}{500} }$

$: \implies \: \sf{ \dfrac{56}{125} }$

$\sf:\implies \underline{\boxed{\orange{\mathfrak{0.448}}}} \: \star$

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Answer 2

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$\huge\sf{\underline{\underline{\green{Solution:-}}}}$

☛ Total number of outcomes = 500

☯ A = Head = 276

☯ B = Tail = 224

Probability for each event :-

$: \implies \: \sf{P(A) = \dfrac{276}{500} }$

$: \implies \: \sf{ \dfrac{69}{125} }$

$\sf:\implies \underline{\boxed{\red{\mathfrak{0.552}}}} \: \star$

_____________________

$: \implies \: \sf{P(B) = \dfrac{224}{500} }$

$: \implies \: \sf{ \dfrac{56}{125} }$

$\sf:\implies \underline{\boxed{\orange{\mathfrak{0.448}}}} \: \star$

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