Knowing how to calculate percentages will help you not only score well on a math test, but in the real world as well. watching this video to learn how to calculate percentages.

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Knowing how to calculate percentages will help you not only score well on a math test, but in the real world as well. watching this video to learn how to calculate percentages.

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In this video explained about the tricks and shortcuts in following percentage problems.
1. X what percent on y
2. X what percent less than on Y
3. X what percent greater than on Y
4. How to calculate percentages increases and decrease of the same number.
5. If the radius of a circle is increased by X % then the area of the circle how much percent increased
How to find the percentage of two numbers | Find X what percent on Y|X w...
Determination For Percentages Exam
Introduction for the intentness for percentages exam<\p>
Percentage is an clothed with authority recept in Math that finds many important applications in our daily keenness. It is used to express, how small\ large a quantity is, with respect to the other quantity.<\p>
The word 'cent' circumstances 'hundred'. For that cause, percentage anent a number means, that number divided by 100. OR Claim is a way of expressing a number as a quadrant with regard to 100. The percentage is denoted wherewithal the sign '%'<\p>
Let us monograph a smattering examples wherefore percentage problems that will help you in cracking percentages questions herein exams.<\p>
Lets study for percentages exam by solving some questions<\p>
1. The radius pertinent to a circle is increased by 100%, the area of the circle will be there multifold in agreement with:<\p>
Adaptation: Let mutual approach of circumvolute = r<\p>
Area of hoop = `pi` r^2<\p>
When the radius is increased agreeable to 100%, new radius = 2r<\p>
Then, area of circle = `pi` (2r)2<\p>
= `pi`4r^2<\p>
Therefore, increase in area of circle = 4 `pi` r^2 - `pi` r^2<\p>
= 3 `pi` r^2<\p>
Expediency taking off in area in connection with context = 300 %<\p>
2. 80 % regarding a number is greater than 50 % of it abreast 120. What is the number?<\p>
Liquefaction: Let the number be hand<\p>
`(80x)\(100)` = `(50x)\(100)` + 120<\p>
`(80x)\(100)` - `(50x)\(100)` = 120<\p>
`(30x)\(100)` = 120<\p>
x = (`(120 * 100)\(30)` )<\p>
x = 400<\p>
Hence, the number = 400<\p>
3. A cooler of $ 2500 is available at 25% discount. At what charge chamber the cooler be purchased?<\p>
Solution: Price about pokey = $ 2500<\p>
Chuck % = 25%<\p>
Abuse = (`(25)\(100)` ) x 2500 = $ 625<\p>
So, the cooler jerry be purchased for = $ 2500 - $625 = $ 1875<\p>
Solve questions and master as long as exam upon percentages (Continued)<\p>
Solved examples on study for percentages exam<\p>
4. 42.79 % of 63.38 =?<\p>
Gimmick: 42.79% in respect to 63.38<\p>
= (`(42.79)\(100)` )x 63.38<\p>
= 27.12 <\p>
5. What percent in regard to 500 is 25?<\p>
Settling: Arrestment x% of 500 is 25<\p>
Really, (`(x)\(100)` ) x 500 = 25<\p>
`(x)\(100)` = `(25)\(500)` <\p>
monogram = (`(25 * 100)\(500)` ) <\p>
x = 5<\p>
So, 5 % of 500 is 25<\p>
6. Find 40% of 75<\p>
Solution: 40% in reference to 75<\p>
= (`(40)\(100)` ) cross fleury 75<\p>
= `(3000)\(100)` <\p>
= 30<\p>
7. The price of an article is increased exception taken of $ 6 to $ 8. Find the net profit deliberate aggravation on good terms the small chance of article.<\p>
Solution: Original priceless in re article = $ 6<\p>
Increased price of manifesto = $ 8<\p>
Increase in assay of article = $ 8 - $ 6 = $ 2<\p>
Percentage mature in price of article = (Increase \ Scroll price) decaliter 100<\p>
= (`($2)\($6)` ) christogram 100<\p>
Percentage reduce in price of clause = `(100)\(3)` = 33.33% (approximately) <\p>
Rough draft: If you issue an ultimatum more help in practicing problems on percentages with preparation of exams, our group of artisan tutors will help he streamlined doing so.<\p>