In an organization, 40% of the employees are matriculates. 50% of the remaining are graduates and the remaining 180 are post-graduates. How many employees are graduates?
a) 360 b) 240 c) 300 d) 180
Answers
Let, the total number of employees be,'x'
The number of matriculate employees = (x*40/100)
= 40x/100
So, the number of employees = (x-40x/100)
= (100x-40x)/100
= 60x/100
So, the number of graduate employees = (60x*50/100*100)
= 30x/100
So, the number of post-graduate employees = (60x/100) - (30x/100)
= (60x-30x)100
= 30x/100
By condition,
30x/100 = 180
or, 30x = 180*100
or, x = 180*100/30
or, x = 6*100
or, x = 600
So, the number of matriculate employees = (600*40/100)
= 6*40
= 240 employees
So, the number of remaining employees = (600 - 240)
= 360 employees
So, the number of graduate employees = (360*50/100)
= (360/2)
= 180 employees
(Ans): (d) 180 employees.
Answer:
Given,
Matriculate employees = 40% of total
graduates = 50% of remaining
post graduates = 180
To find : number of graduate employees
Explanation:
Let the total number of employees be x
matriculate = 4x/10= 2x/5
remaining =
graduate employees = 1/2 of 3x/5
number of remaining employees that are post graduates = 180
3x/10 = 180
x = 600
total number of employees = 600
number of graduates = 3(600)/10 = 180