Item B requires four numbers of item C. Product P requires two numbers...
Problem: Calculation of Number of Item C Required for Manufacturing 5 Products P
Given Information:
- Item B requires four numbers of item C.
- Product P requires two numbers of items B and five numbers of item C.
- Five numbers of product P is to be manufactured.
Solution:
Let's first calculate the number of item B required to manufacture five products P:
Number of item B required to manufacture one product P = 2
Therefore, number of item B required to manufacture five products P = 5 x 2 = 10
Now, let's calculate the number of item C required to manufacture ten items B:
Number of item C required to manufacture one item B = 4
Therefore, number of item C required to manufacture ten items B = 10 x 4 = 40
Finally, let's calculate the number of item C required to manufacture five products P:
Number of item C required to manufacture one product P = 5
Therefore, number of item C required to manufacture five products P = 5 x 5 = 25
But, we also know that ten items B require 40 items C. Therefore, five products P (which require 10 items B) will require:
(40/10) x 5 = 20 x 5 = 100 items C
Answer:
Therefore, the number of item C required to manufacture five products P is 100.