Question

In function P(x)=85x-(50x+150000),
amount which indicates increase
profit by every
sold unit is?​

Answer 1

Answer:

Answer. The term 50y + 150000 is constant. Therefor the term 85 is indicates the increase in P corresponding to increase in the x and other all values are constant

Answer 2

Answer:

Therefore, 85 is the sold unit in the function P(x)=85x-(50x+150000).

Concept:

It is referred to as AP, a mathematical sequence in which there is always a constant difference between two terms. The common difference of the AP is the constant amount that must be multiplied by any phrase in order to obtain the subsequent term.

Formula of $n^{th}$ term of an A.P.

$a_{n} = a + (n-1)d$

where a = first term, n = number of term, d = common difference.

Given:

The given function is P(x)=85x-(50x+150000).

Find:

To find the sold unit.

Solution:

When Y is kept constant, any number multiplied by it remains constant, and any additional number added to it remains constant as well, making (50y + 150000) constant.

P(x, y) will change as 85x changes since x now needs to be modified.

As a result, the word 85 denotes an increase in P that increases x, while all other values remain constant.

So, the 85 is the unit increased in the profit.

#SPJ2