Question

a sum of 2700 is to be in the form of63 prize. if the prizeis of either rs100 or rs25 .find the number of prize of each type?​

Answer 1

Answer:

Answer: There are 15 prizes for Rs. 100 and 48 prizes for Rs. 25.

Step-by-step explanation:

Since we have given that

Number of prizes = 63

Prize amount = Rs. 2700

Prize value can be of Rs. 100 or Rs.25

Let the number of prizes for Rs. 100 be 'x'.

Let the number of prizes for Rs. 25 be '63-x'.

According to question, we get

\begin{gathered}100x+25(63-x)=2700\\\\100x+1575-25x=2700\\\\75x=2700-1575\\\\75x=1125\\\\x=\dfrac{1125}{75}=15\end{gathered}

100x+25(63−x)=2700

100x+1575−25x=2700

75x=2700−1575

75x=1125

x=

75

1125

=15

Step-by-step explanation:

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