The pie chart shows the total number of (sold and unsold) goods by four companies (A, B, C & D). The table shows the items sold out of total good manufactured by these companies.

Companies	Goods sold out of total goods manufactured
A	90%
B	80%
C	75%
D	4X%

The Goods sold by B are at the rate of 5 Rs each. If he gets the profit of 25%, then find the cost price of all the goods (in Rs).

Based on the provided pie chart and table, we can solve the problem step-by-step:

Step 1: Find the total number of goods manufactured by Company B
From the pie chart, the total number of goods manufactured by all four companies combined is 200.
The pie chart shows that Company B (represented by the orange sector) accounts for 15% of the total manufactured goods.
Total goods manufactured by Company B:
$200\times \frac{15}{100}=30$
So, Company B manufactured 30 goods.

Step 2: Find the number of goods sold by Company B
From the table, the percentage of goods sold by Company B out of its total manufactured goods is 80%.
Number of goods sold by Company B:
$30\times \frac{80}{100}=24$
So, Company B sold 24 goods.

Step 3: Calculate the total Selling Price (SP) of the goods sold
Each good is sold at the rate of Rs. 5.
Total Selling Price (SP):
$24\times 5=\text{Rs.}120$

Step 4: Calculate the Cost Price (CP) of the sold goods
Company B makes a profit of 25% on these goods.
The formula relating Selling Price, Cost Price, and Profit Percentage is:
$\text{Cost Price (CP)}=\frac{\text{Selling Price (SP)}}{1+\frac{\text{Profit\%}}{100}}$
Substituting the values:
$\text{CP}=\frac{120}{1+\frac{25}{100}}=\frac{120}{1.25}=96$
Therefore, the cost price of all the goods sold by B is Rs. 96.

The correct option is 96.