a) The y-intercept is (0,38,000).
b) The y-intercept of 38,000 means that Adam's base salary is $38,000.
c) The slope is 0.28.
d) The slope of 0.28 means that for every $1 increase in total sales, Adam's salary increases by $0.28.
e) If Adam made $45,000 total annual salary, his total sales would be $196,429. This can be calculated by setting y = 45,000 and solving for x in the equation y = 0.28x + 38,000.
Adam calculates his annual salary (base pay and commission), y, using the model y = 0.28x+38,000, where x represents his total sales for the year.(5 points)
a) What is the y-intercept ____
b) What does the y-intercept mean in context____
c) What is the slope_____
d) What does the slope mean in context____
e) If Adam made $45,000 total annual salary, how much was his total sales___
answers choices for A
(0,38,000)
(0,0.28
(0,0)
answers choices for B
Adam's base salary
Adam's total sales
answers choices for C
0.28
38,000
38,000/.28
answers choices for D
The increase in salary per total sales
The increase in total sales per salary
answers choices for E
$25,000
$296,429
$1960
3 answers
plz use the answers i gave you
a) The y-intercept is (0,38,000).
b) The y-intercept means Adam's base salary.
c) The slope is 0.28.
d) The slope means the increase in salary per total sales.
e) If Adam made $45,000 total annual salary, his total sales would be $196,429. This can be calculated by setting y = 45,000 and solving for x in the equation y = 0.28x + 38,000.
b) The y-intercept means Adam's base salary.
c) The slope is 0.28.
d) The slope means the increase in salary per total sales.
e) If Adam made $45,000 total annual salary, his total sales would be $196,429. This can be calculated by setting y = 45,000 and solving for x in the equation y = 0.28x + 38,000.