A Sum of Rs 3000 is to be given in the form of 63prizes.If the prizemoney is either Rs100 or Rs25.Find the number of prizes of each type
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sum of cash prize = Rs 3000
no: of cash price money of Rs 25 = x
no: of cash price money of Rs 100 = y
given total no: of prizes = 63
∴25 x + 100 y = 3000
We can find the answer to this question by trial and error method.i.e by putting various values for x and y and trying to find the answers.
As a linear equation in 2 variables have infinite no: of solutions, I would like to share some of them -
1.If x = 60
and y = 15
then 25 ∗ 60 +100 ∗ 15 = 3000
Then no: of prizes of Rs 100 = 15 and Rs 25 = 60
2.If x = 44
and y = 19
then 25 * 44 + 100 * 19 = 3000
Then no: of prizes of Rs 100 = 19 and Rs 25 = 44
no: of cash price money of Rs 25 = x
no: of cash price money of Rs 100 = y
given total no: of prizes = 63
∴25 x + 100 y = 3000
We can find the answer to this question by trial and error method.i.e by putting various values for x and y and trying to find the answers.
As a linear equation in 2 variables have infinite no: of solutions, I would like to share some of them -
1.If x = 60
and y = 15
then 25 ∗ 60 +100 ∗ 15 = 3000
Then no: of prizes of Rs 100 = 15 and Rs 25 = 60
2.If x = 44
and y = 19
then 25 * 44 + 100 * 19 = 3000
Then no: of prizes of Rs 100 = 19 and Rs 25 = 44
Anonymous:
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