PERCENTAGE CHAPTER MATH TRICKS
Basically on previous article we provide the profit and loss and work and time tricks
now, we are provide percentage chapter of math that is very useful in all exams and 810 no. of question are asked from that chapter.
With the help of percentage tricks we can apply is to the various form like ratio, profit loss, time and distance, graphs, pie chart etc these are basically are the form of percentage and if you clear the basic concept it will be beneficial in many ways.
so, first what is percentage
a percentage is a number or ratio expressed as a fraction of 100.
if we have to convert percentage into fraction than it is divide by 100.
Example 1
: if we write 45% then its equal to 45/100 or in fraction 9/20 or in decimal
0.45
if we have to convert fraction into percentage we have to multiple with 100.
Example 2 : if we write 3/5 in fraction it is equal to 60%
3/5x100=60.
READ AND LEARN FOLLOWING TABLE as also known as conversion table of percentage. Learn this table it help you a lot to solve many problem.
the following fraction in red colour are MOST IMPORTANT.
if we have to convert fraction into percentage we have to multiple with 100.
Example 2 : if we write 3/5 in fraction it is equal to 60%
3/5x100=60.
READ AND LEARN FOLLOWING TABLE as also known as conversion table of percentage. Learn this table it help you a lot to solve many problem.
the following fraction in red colour are MOST IMPORTANT.
Fraction

Percentage

1/1

100%

1/2

50%

1/3

33.33%

1/4

25%

1/5

20%

1/6

16.66%

1/7

14.28%

1/8

12.5%

1/9

11.11%

1/10

10%

1/15

6.66%

1/20

5%

1/25

4%

1/30

3.33%

1/40

2.5%

1/50

2%

1/60

1.66%

1/75

1.33%

1/80

1.25%

1/90

1.11%

1/100

1%

by this conversion table we can change fraction into percentage and percentage into fraction
EX: if we have to find 2/5 in %?
In the table we know that 1/5=20%
then, if we multiply both by 2
then we have 1/5x2 = 2x20%
answer is 2/5 = 40%
so, you only to know basic fraction and percentage that given above.
in the inverse
Ex. If we have to find out 1/15 fraction in percentage%?
then, if we multiply both by 2
then we have 1/5x2 = 2x20%
answer is 2/5 = 40%
so, you only to know basic fraction and percentage that given above.
in the inverse
Ex. If we have to find out 1/15 fraction in percentage%?
In the table we
have 1/5 = 20%
then both side
multiple by 1/3
we get 1/15 =
6.66%
SOME BASIC QUESTION THAT IS ALWAYS ASKED
IN THE EXAMS
TYPE 1.
if there is increase of X% and subsequently X% decrease then there is always loss / decrease in the condition.
ex. If rohan salary is increase by 50% and subsequently decrease by 50%. How much percentage loss?
ans. By trick  50x50/100= 25% decrease/loss
TYPE 2.
if A is P% more than B. then B is less than by A
with P/(100+P)x100
if there is increase of X% and subsequently X% decrease then there is always loss / decrease in the condition.
ex. If rohan salary is increase by 50% and subsequently decrease by 50%. How much percentage loss?
ans. By trick  50x50/100= 25% decrease/loss
TYPE 2.
if A is P% more than B. then B is less than by A
with P/(100+P)x100
ex. If radha earning is 25% more than sita. Then sita earning is how many percentage less then by radha?ans. By trick  25/(100+25)x100=20%
TYPE 3.
If A is P% less
than B. then B is more than by A
with P/(100P)x100
with P/(100P)x100
ex. If golu age is 20% less than gita than gita age is how many percentage more than golu?
ans. By trick  20/(10020)x100=25%
TYPE 4.
if there is p% increase in price . how much % decrease his consumption so that his expenditure on it does not change.
formula P/(100+P)x100
if there is p% increase in price . how much % decrease his consumption so that his expenditure on it does not change.
formula P/(100+P)x100
ex. If petrol
price increase by 25%. How much percentage a person reduced his consumption so that
his expenditure on it does not increase?
ans. 25/(100+25)x100=20%
ans. 25/(100+25)x100=20%
TYPE 5.
if there is p% decrease in price . how much % increase his consumption so that his expenditure on it does not change.
formula P/(100P)x100
ex. If there is
30% decrease in eggs price. How much a person increased his consumption so that
his expenditure on it does not increase?
ans. 30/(10030)x100=42.85
ans. 30/(10030)x100=42.85
TYPE 6.
Ex. If suman need
36% minimum mark to passed a exam but she score 24% mark and fail by 9 marks. What
is the total mark?
ans. Difference in % = difference in mark
ans. Difference in % = difference in mark
In
that 36%24%=12%
that is 12%=9marks
so, total mark = 9/12x100= 75
that is 12%=9marks
so, total mark = 9/12x100= 75
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PROFIT AND LOSS SHORTCUT TRICKS
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