The formula = () − applies to the demand of a product, where q is the number of units and P is the price of one unit. How many u
nits will be demanded if the price is Rs. 18.00?
1 answer:
Answer:
4320 units quantities were demanded
Step-by-step explanation:
Given:

Required:
The units demanded when price = 18.00
This implies that:

So, we have:


Open bracket

Collect like terms


Solve for q


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13
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there u go if that helps u can copy and paste it