Given:
Function y = 119.67(0.61)x
x = week 3.
F(3) = 119.67(0.61)(3)
F(3) = 119.67*1.83
F(3) = 218.9961
x = week 5
F(5) = 119.67(0.61)(5)
F(5) = 119.67 * 3.05
F(5) = 364.9935
The linear equation that is asked from the problem takes the
form of:
y = m x + b
where,
y = the median salary
x = the number of years
m = the slope of equation
b = y-intercept
The slope of the equation (m) can be calculated using the
formula:
m = (y2 – y1) / (x2 – x1)
m = (1326720 – 441300) / (2008 – 2000)
m = 110,677.5
The y-intercept is then obtained by using any of the data
pair:
441300 = 110677.5 (2000) + b
b = -220913700
Therefore the complete equation is:
y = 110677.5 x – 220913700
The median salary in 2016 is therefore:
y = 110677.5 (2016) – 220913700
y = $2,212,140
Answer:
$2,212,140
The answer is $35. This is because the total price of the two dolls is $70, meaning you must divide the price by 2 to find out how much each doll costs.
Answer:
8 loaves
Step-by-step explanation:
so each loaf contains 7/8 cups flour
there are 7 loaves
7 ÷ 7/8 = 8