by shen
(malaysia)
A factory has 800 workers. 40% of them are females. The management decides to
employ more female workers to cope with the increasing demands of the workload
such that the total number of females will increase to 60% of the total workforce.
How many new female workers must the factory employ?
Solution
How many female workers do they have now before hiring more?
Find 40% of 800
40% of 800 is equal to 0.40 × 800 = 320.
Now it is a percent of increase problem.
Percent of increase = (final amount  original amount) ÷ original amount
Percent of increase = 60%
Final amount = x
Original amount = 3200
60% = (x  320) ÷ 320
Simplify the right side. We do this by dividing x by 320 and 320 by 320.
We get the following:
0.60 = x/320  1
x/320  1 = 0.60
add 1 to both sides
x/320 = 1.60
Multiply both sides by 320
(x/320) × 320 = 320 × 1.60
x = 512
512  320 = 192.
They must hire 192 female workers
Comments for shen percent of increase




Click here to add your own comments Join in and write your own page! It's easy to do. How? Simply click here to return to Percentage. 
Mar 14, 18 03:18 PM
This math coupon offers up to 44% off math resources such math ebooks, math tests, and others
New math lessons
Your email is safe with us. We will only use it to inform you about new math lessons.
Mar 14, 18 03:18 PM
This math coupon offers up to 44% off math resources such math ebooks, math tests, and others
Our Top Pages
Formula for percentage
Compatible numbers
Basic math test
Basic math formulas
Types of angles
Math problem solver
Algebra word problems
Surface area of a cube
Finding the average
Scale drawings
Everything you need to prepare for an important exam!
K12 tests, GED math test, basic math tests, geometry tests, algebra tests.
Real Life Math Skills
Learn about investing money, budgeting your money, paying taxes, mortgage loans, and even the math involved in playing baseball.