A Park charges rupees 10 for adults and rupees 5 for kids how many adult tickets and kids tickets was sold if a total of 548 tickets were sold for a total of rupees 3750
Answers
Answer:
sorry dont know the answer............
Step-by-step explanation:
..........
Answer:
x= 195
y=353
STEP BY STEP EXPLANATION:
SOLUTION: Given
adults-10 rupees
kids-5 rupees
1.equation x+y=548
divide 5 on both sides, because 5 is only a number in which theses number come. we are dividing to get small answer as we get small answer it will br easier to do.
10÷5 + 5÷5 = 548÷5
2.equation 2x+y=743
now change the signs.
minus 2nd equation from this -x-y=-548
so,2x-x=1 {but here we are going to write only x because before any variable a number will be there.}
then, +y and -y will be cancelled so nothing will come below them.
then,743-548,
so, x=195
2 × 195+y=743
390+y=743
by transposing method
y=743-390
so, y=353
VERIFICATION:
now take the first equation that is
x+y= 548
so in the place of x and y write the values
like this, 195+353=548
now solve it
548=548
the answer is verified and it is correct.
hope it helps .
mark as brainliest becaue it me a lot of time to write.