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PERCENT
SOME BASIC TERMS-
Of- Of means multiply.
Is- Is means equals.
What- What is the value you are
looking for (i.e. the variable).
From- From means subtract.
Less Than- Less than means subtract
More Than- More than means addition
As- As means a ratio.
Into- Into means divide.
By using the words above, we can set up an
equation that should be simple enough to
Solve
.
Ex .1- 20% of 54 is 9% of _________.
a. (.20 x 54) = .09 x n
b. (20 x 54)/9 = n
c. (20 x 54)/ 9= 20 x 6=
120.
d. Answer is 120.
Ex.2- If x% of 140 is
16.8, then x = __________.
a. 140 x = 16.8.
b. Solving we get x =
16.8/140 or x = 168/1400
c. The answer is 12/100=
12%.
Ex 3. 5 more than 12% of 15 is __________.
a. 5 + .12 x 15 = ____.
b. Solving we get 5 +
1.8 = 6.8.
c. Answer is 6.8.
Ex. 4- 14 is what
percent more than 10? __________.
a- In other words, 10n +
10 = 14.
b. Solving 10n + 10 = 14
we get 10n = 4 or n = .4 or 40%.
c. Answer is 40.
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A.
From algebra we learn:
(100
+ a) (100 + b) = 100(100 + a + b) + ab
B.
Using numbers instead of variables we get the following:
1.
Multiply the one’s digits together. Write this number down (make sure that it
takes up 2 place values).
2.
Add the one’s digits together. Write the result (make sure that it takes up 2
place values).
3.
Write 1.
Ex
[1] 104 x 102 =_________.
a)
4 x 2 = 8. Write 08 to take up 2 place values.
b)
4 + 2 = 6. Write 06 to take up 2 place values.
c)
Write 1.
d)
The answer is 10608.
Ex
[2] 1062 =_________.
a)
6 x 6 = 36. Write 36.
b)
6 + 6 = 12. Write 12.
c)
Write 1
.
d)
The answer is 11236.
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Short Tricks Of Multiplication
When
digits are in the same column(between 11-20, 21-30-31-40, etc.)
1) Fix the
first no. and break the other no. in nearest tens and rest no. Ex.-15x18=15 x (8+10)
2) Then add
the first no. and another part of second no. and then multiply by tens.
Ex.—(15+8) x10=230
3) Now
multiply the unit digits of both numbers and add in second method. Ex. 8 x5=40
230+40=270 ANSWER
EXAMPLE—27x 25
=27 x (5+20)
= (27+5) X 20 =>640
= 640 + (7x5)
=675 answer
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SHORT TRICK OF COMPOUND INTEREST (C.I.) AND SIMPLE INTEREST (S.I.)
Q.1. The
average of 50 numbers is 38. If two numbers, are 45 and 55 the average of the
remaining numbers is :
(1)
37.5 (2) 23.22 (3) 11.22 (4) 44.32 (5)
None of these
Q.2. The mean of 100
observations was calculated as 40. It was found later on that one of the
observations was misread as 83 instead of 53. The correct mean is :
(1)
39.7 (2) 112.2 (3) 21.32 (4) 44.32 (5)
None of these
Q.3. The average of six
numbers is 30. If the average of first four is 25 and that of last three is 35,
the fourth number is :
(1)
25 (2) 33 (3) 28 (4) 44 (5)
None of these
Q.4. The average of 25
results is 18. The average of first twelve of them is 14 and that of
last twelve is 17, the thirteenth result is :
(1) 78 (2) 48 (3) 55 (4)
75 (5) None of
these
Q.5. Out of four numbers,
the average of first three is 16 and that of the last three is 15. If, the last
number is 18, the first number is :
(1) 34 (2) 22 (3) 21 (4)
112 (5) None of
these
EXPLANATION
Q.1.(1) The total sum of 48 numbers
= [(50×38) - (45 + 55)]
= 1900 - 100
= 1800
\ Average = 1800/48 =
37.5
Q.2.(1) Given mean of 100 = 40
One is 53 - 83 = - 30
\ Correct sum = (40 ×
100) + (53 - 83)
= 4000 - 30
= 3970
\ Correct mean = 3970/100
= 39.7
Q.3.(1) Given average of 6 numbers = 30
Average of first 4 is = 25
Average of last 3 is = 35
The fourth number is
= (4 × 25) + (3× 35) - (6×30)
= 100 + 105 - 180
= 205 - 180 = 25
Q.4.(1) Given Average of 25 results = 18
Average of first 12 result = 14
Average of last 12 result =17
\ The thirteenth result
= (25x18) - {(12x14) + (12x17)}
= 450 - (168 + 204) = 450-372 = 78
Q.5.(3) Given average of first three = 16
Average of last three = 15
And last number =18
\Sum of 2nd and 3rd number
= (3x 15) - 18
= 45-18 = 27
The first number = (3 x 16 ) - 27
= 48 - 27
= 21
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