Find the number which is $40 %$ more than $60$ .

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Solution

Step 1: Calculating $40 % o f 60$
$= \frac{40}{100} \times 60 = 24$
Step 2: Number which is $40 %$ more than $60$
$= 60 + 40 % o f 60 = 60 + 24 = 84$
Hence, the number is $84$ .

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Similar questions

Make a frequency table from the following:

Make a frequency table from the following:
$\begin{matrix} Marks obtained & Number of students More than 60 & 0 More than 50 & 16 More than 40 & 40 More than 30 & 75 More than 20 & 87 More than 10 & 92 More than 0 & 100 \end{matrix}$

Make a frequency table from the follwing

Marks obtained	No. of students
More than 60	0
More than 50	16
More than 40	40
More than 30	75
More than 20	87
More than 10	92
More than 0	100

2 numbers are less than 60 and 3 numbers are more than 60. The numbers which are less have a difference of 10 and 20 respectively from 60.

The numbers which are more, have a difference of 10, 20 and 30 from 60. What is the Average of these numbers (Excluding 60)?

Q. Find the angle which is

60^{o}

more than its complement.

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Find the number which is 40% more than 60.

Step 1: Calculating 40%of60=40100×60=24Step 2: Number which is 40% more than 60=60+40%of60=60+24=84Hence, the number is 84.

Find the number which is $40 %$ more than $60$ .

Step 1: Calculating $40 % o f 60$
$= \frac{40}{100} \times 60 = 24$
Step 2: Number which is $40 %$ more than $60$
$= 60 + 40 % o f 60 = 60 + 24 = 84$
Hence, the number is $84$ .