TNPSC Books
-
TNPSC General English Book - for Group 2 & 2A
Rated 5.00 out of 5₹1,000.00Original price was: ₹1,000.00.₹850.00Current price is: ₹850.00. -
TNPSC பொதுத் தமிழ் Book - for Group 2, 2A, 3, 4 & VAO
₹1,000.00Original price was: ₹1,000.00.₹850.00Current price is: ₹850.00.
Group 1 Courses
Group 1 | Postal and Online Test Series | 2022
₹3,200.00Original price was: ₹3,200.00.₹2,800.00Current price is: ₹2,800.00. 88TNPSC Group 1 - Test Series - 2019
4.7₹3,500.00Original price was: ₹3,500.00.₹2,800.00Current price is: ₹2,800.00. 542
Group 2 & 2A Courses
TNPSC Group 2 and 2A - Test Series - 2019 - தமிழ்
₹2,400.00Original price was: ₹2,400.00.₹1,800.00Current price is: ₹1,800.00. 175TNPSC Group 2 and 2A - Test Series - 2019
₹2,400.00Original price was: ₹2,400.00.₹1,800.00Current price is: ₹1,800.00. 527












TNPSC – PERCENTAGE
Percentage:
Percentage in mathematics, means to convert a given fraction to a denominator of 100.
It is often denoted using the percent sign, “%”.
For example, 65% (read as “forty five percent”) is equal to = 65/100 = 0.65
==> If A is x% greater than B, then B will be
==> If A is x% lesser than B, then B will be
==> Percentage Increase (↑)
If final value is more than initial value, there is increase
% increase ↑ = increased value / initial value
Increased value = Final Value – Initial value.
If there is ‘P’ % increase, then the final value is found by multiplying the initial value by (1+ )* IV
Increase 20 by 5% à [1+ (5/100)]*20 à (105/100)*20 = 21
==> Percentage Decrease (↓)
If final value is less than initial value, there is decrease
% decrease ↑ = decreased value / initial value
Decreased value = Initial value – Final Value
If there is ‘P’ % decrease, then the final value is found by multiplying the initial value by (1- )* IV
Decrease 120 by 25% à [1- (25/100)]*120 à (75/100)*120 = 90
==> Population:
To find the population of a city after n years = P {1+ (R/100) }n
To find the population of a city n years ago = P / {1+ (R/100) }n
==> Depreciation:
To find the Depreciation of a product after n years = P {1- (R/100) }n
To find the Depreciation of a product n years ago = P / {1- (R/100) }n