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1250 persons went to see a circus-show. Each adult paid Rs.75 and each child paid Rs.25 for the admission ticket. Find the number of adults and number of children, if the total collection from them amounts to Rs.61250.

Answer:

"hello guys welcome back to the homework
i'm ravan kumar working as a tutor that
you know
so today we are going to solve one more
really very interesting and easy
question
so let's see how we can do it here so
now off top
1250 percents went to see a circus show
each adult paid 75 rupees and each child
paid 25 rupees for the admission like
entry ticket now find the number of
adults
i number of children if the total
collection
of the amount is 61 250 rupees
so let's assume the adults okay so let's
assume the adults are x
and the children are y okay so we don't
know the number at x and y we will be
assuming here
so total they have given the takes place
five students so like
so total percentage explicit is equals
to 1 250
that is our first equation and they paid
75 rupees
each adult paid 75 rupees that is 75 x
plus 25 y is equal to almost the total
collection 61
250 from this if you are taking 25
common
we can take 25 common red so 25 common
if you are taking you will get the
answer as
3x plus y is equals to 2 450
right so this is our equation 2 so let's
add or subtract these two equations here
so 3x plus y is equals to 2
and 450 minus x plus y
is equals to 1 250 so after subtracting
uh plus 1 minus 5 will be getting
cancelled 2x is equals to 1200 you got
so
x is equals to how much 600 right so x
is equals to 600 then what is equals to
y
so y will be 650 so
your total these many children went and
x is equal to 600 that many adults went
okay
so i hope you have understood what i've
done here if you have any doubts please
comment below don't forget to subscribe
to this channel
thank you so much for watching this stay
tuned and thank you"

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