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Problems based on Numbers Test 5
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© examsnet.com
Question : 8
Total: 40
On a particular day, sweets were to be equally distributed among 960 students of a school. However, on that particular day, 360 students were absent. Hence, each student present on that day got three sweets extra. If all 960 students had remained present that day, how many sweets would student each have got?
3
5
7
4
Validate
Solution:
Total students in the school = 960
Total sweets = X
The number of sweets got by each student = x.
So,
960
X
=
x
X = 960x ......(i)
On a particular day, 360 students were absent.
So each student got sweets:
X
960
−
360
=
x
+
3
X
600
=
x
+
3
X
=
600
x
+
1
,
800
......(ii)
From (i) and (ii),
960
x
=
600
x
+
1
,
800
960
x
−
600
x
=
1
,
800
360
x
=
1
,
800
x
=
1
,
800
360
=
5
Sweets
∴ The number of sweets got by each student = 5.
© examsnet.com
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