Respuesta :
(0,128),(1,98)
slope = (98 - 128) / (1 - 0) = - 30
y = mx + b
slope(m) = -30
y int (b)...ur y int is when x = 0....and u have (0,128)...so ur y int is 128
sub into ur equation
y = -30x + 128 <=== ur equation
slope = (98 - 128) / (1 - 0) = - 30
y = mx + b
slope(m) = -30
y int (b)...ur y int is when x = 0....and u have (0,128)...so ur y int is 128
sub into ur equation
y = -30x + 128 <=== ur equation
Answer:
[tex]p(c)=-30c+128[/tex][tex]or \:30c+p=128[/tex]
Step-by-step explanation:
1) Reading the table, the y values are constantly decreasing in 30 units. So, it is a linear function.The paint left is dependent of the amount on the number of the chairs.
2) To find out the function, we need the slope. Let's pick two coordinate points (0,128) and (1,98). And then plug it in the slope equation
[tex]m=\frac{98-128}{1-0}\Rightarrow m=-30\\[/tex]
3) To find out the linear parameter, b. Then let's calculate it by plugging other points into the function:
[tex]128=-30(0)+b \Rightarrow b=128\\98=-30(1)+b \Rightarrow b=128[/tex]
Finally,
[tex]p(c)=-30c+128[/tex]
