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Standard X

Mathematics

Formula for Sum of n Terms of an AP

4 Note of Rs....

Question

$4$ Note of Rs. $100$ and $5$ note in which first of Rs. $1$ , second of Rs. $2$ , Third of Rs. $5$ , fourth of Rs. $20$ and fifth one of Rs. $50$ distributed in $3$ children such that each child receive at least one note of Rs. $100$ . The total number of ways of distribution

3 \times 5^{3}

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5^{3} \times 3

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3^{6}

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None of these

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Solution

The correct option is A $3^{6}$
First giving one note of Rs.100 to each
child, now we have 6 different notes
with each note having 3 choices (3 children)
$\Rightarrow 3^{6}$ ways $\Rightarrow (c)$

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4 Note of Rs. 100 and 5 note in which first of Rs. 1, second of Rs. 2, Third of Rs. 5, fourth of Rs. 20 and fifth one of Rs. 50 distributed in 3 children such that each child receive at least one note of Rs. 100. The total number of ways of distribution

The correct option is A 36First giving one note of Rs.100 to each child, now we have 6 different noteswith each note having 3 choices (3 children)⇒36 ways ⇒(c)

$4$ Note of Rs. $100$ and $5$ note in which first of Rs. $1$ , second of Rs. $2$ , Third of Rs. $5$ , fourth of Rs. $20$ and fifth one of Rs. $50$ distributed in $3$ children such that each child receive at least one note of Rs. $100$ . The total number of ways of distribution

The correct option is A $3^{6}$
First giving one note of Rs.100 to each
child, now we have 6 different notes
with each note having 3 choices (3 children)
$\Rightarrow 3^{6}$ ways $\Rightarrow (c)$