Question

A company receives different types of objects and typically receives 75 new objects on average each month. The company currently has 210

objects in stock, which have a variety of properties. Write
an algebraic equation that describes the relationship between the number of
additional months the company receives objects (m) and the total number of objects in the company (t).
Fill in the blank for

Answer 1

Answer: t= 75m+210

Explanation:

Linear equation: y= nx+c

, where n =rate of change of y with respect to x, c= initial value of y

Let m= number of additional months the company receives objects .

t =total number of objects in the company.

Given: Number of objects received per month = 75. (Rate of change of t w.r.t. m)

Current number of objects = 210 (Initial value)

Then, t= 75m+210

Hence, the required algebraic equation: t= 75m+210