First of all try to learn these percentages by heart, if you want to solve percentage questions very easily. memorize all percentages given blow-
After remembering all these percentages lets solve some problems and we will provide all type of question with short tricks in each question.
Questions Based on Trick 1:-
Question No 1: If 16(2/3)% of a number is added with itself then result becomes 4956. Find the original number.
Solution: Let x is the original number and As per the given percentages table we know that
16(2/3)% = 1/6
x + x/6 = 7x/6
as per question 7x/6 = 4956 so we get x = 4248.
TRICK:-
Question No 2: if 6(2/3)% of a number is subtracted from itself then the result become 5670. Find the original number.
Solution:- Using trick
So try to solve these questions given below with this trick and comment if you have any doubt.
Question No 3: If 11(1/9)% of a number is added with itself then result becomes 900. Find the original number.
Questions Based on Trick 2:-
Question No 1: If 64 is added in a number then number become 157(1/7)% of itself. Find the number.
Solution:- Using Trick
So try to solve these questions given below with this trick and comment if you have any doubt.
Question No 2: If 930 is added in a number then number become 444(4/9)% of itself. Find the number. (Ans: 270)
Question No 3: If 16 is added in a number then number become 116(2/3)% of itself. Find the number. (Ans: 96)
Question No 4: If 21 is added in a number then number become 137(1/2)% of itself. Find the number. (Ans: 56)
Fundamental of percentages |
Questions Based on Trick 1:-
Question No 1: If 16(2/3)% of a number is added with itself then result becomes 4956. Find the original number.
Solution: Let x is the original number and As per the given percentages table we know that
16(2/3)% = 1/6
x + x/6 = 7x/6
as per question 7x/6 = 4956 so we get x = 4248.
TRICK:-
Percentage Trick 01 |
Question No 2: if 6(2/3)% of a number is subtracted from itself then the result become 5670. Find the original number.
Solution:- Using trick
Question No 3: If 11(1/9)% of a number is added with itself then result becomes 900. Find the original number.
Questions Based on Trick 2:-
Question No 1: If 64 is added in a number then number become 157(1/7)% of itself. Find the number.
Solution:- Using Trick
So try to solve these questions given below with this trick and comment if you have any doubt.
Question No 2: If 930 is added in a number then number become 444(4/9)% of itself. Find the number. (Ans: 270)
Question No 3: If 16 is added in a number then number become 116(2/3)% of itself. Find the number. (Ans: 96)
Question No 4: If 21 is added in a number then number become 137(1/2)% of itself. Find the number. (Ans: 56)
2 Comments
please arrange all possible right angle triangle sides
ReplyDeleteFind the single equivalent discount for successive discounts of 12%, 18% and 25% on the marked price of a car.
ReplyDeleteplayed 20 matches in one season, It won 25%
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