In a school 45students participated ina competition.All the winners got Rs 300 each also each participate who did not get a participation prize of Rs 50 if the organizer gave Rs 5000 prizes and find how mamy winners are there
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Answered by
1
Let, Winners = x
Non-Winners = y
Equation 1 ---> x+y = 45 (Total Participants 45 is Given)
Winners get ₹300.
Non-Winners get ₹50.
Total Money Spent by Organisation is ₹5000
Thus we can form Equation 2.
Equation 2 ---> 300x+50y = 5000 (Total money spent is ₹5000)
=> 6x+y = 45 (Dividing it by 50)
(Eq1-Eq2) we get, 5x = 55
=>x = 11
Thus there were 11 winners.
Brainliest Please!
Non-Winners = y
Equation 1 ---> x+y = 45 (Total Participants 45 is Given)
Winners get ₹300.
Non-Winners get ₹50.
Total Money Spent by Organisation is ₹5000
Thus we can form Equation 2.
Equation 2 ---> 300x+50y = 5000 (Total money spent is ₹5000)
=> 6x+y = 45 (Dividing it by 50)
(Eq1-Eq2) we get, 5x = 55
=>x = 11
Thus there were 11 winners.
Brainliest Please!
Answered by
1
Answer:
Step-by-step explanation:
Let the winner students be x. and
the participation students who didn't get prize be y.
According to question,
x+y=45. -(1)
And. 300x+50y=5000. -(2)
By solving this both equation we get
x=11 and y=34
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