An investor invests $525 in stock. For the first six months, the stock increased at a rate of $25 per month. what is the slope, y-intercept of the linear relationship and Create a model in slope-intercept form to represent the total value of the stock, f(x), based on the number of months, x

Respuesta :

Answer:

slope = 25

y -intercept = 525

equation : y = 25x + 525

Step-by-step explanation:

An investor invests $525 in stock

It means the initial price of stock is $525

In 1 month increase in value of stock = $25

thus,

In x month increase in value of stock = $25x

Total cost of stock in x months = initial investment + increase in value of stock in x months

Total value of stock in x months = 525 + 25x

as Total value of stock in x months = f(x)

f(x) = 525 + 25x

it can be also written as

y =  25x   + 525

____________________________________________

we know that slope intercept form of linear relationship is

y = mx + c

where m is the slope

and c is the y intercept

thus

comparing  y =  25x   + 525 with y = mx + c

we have m = 25

c = 525