Read the table carefully and answer the following questions.

Players	Matches played	Matches Won
A	18	12
B	36	28
C	24	20
D	30	8

If the number f matches played by E is 33.33% more than matches played by D and number of matches lose by E is equal to matches won by B.
find the number of matches won by E.
The table given below shows the total number of matches played by four players and number of matches won by them.

Correct Answer: The correct option is 12.

Step-by-step Explanation:

Step 1: Analyze the given table data:

From the table provided in the question:

• Matches played by Player D = 30

• Matches won by Player B = 28

Step 2: Calculate the number of matches played by E:

It is given that the number of matches played by E is 33.33% more than the matches played by D.

We know that 33.33% is equivalent to the fraction $\frac{1}{3}$.

So, the number of matches played by E can be calculated as:

$\text{Matches played by E}=30+(\mathrm{33.33\%}\×30)$

$\text{Matches played by E}=30+(\frac{1}{3}\×30)$

$\text{Matches played by E}=30+10=40$

Step 3: Determine the number of matches lost by E:

It is given that the number of matches lost by E is equal to the number of matches won by B.

$\text{Matches lost by E}=\text{Matches won by B}=28$

Step 4: Find the number of matches won by E:

The total number of matches played is the sum of matches won and matches lost:

$\text{Matches won by E}=\text{Total matches played by E}-\text{Matches lost by E}$

$\text{Matches won by E}=40-28=12$

Thus, the number of matches won by E is 12.