Y=60x + 20 complete the table to find six solutions to this equation.
X
0
1
2
3
4
5
What is y
To find the values of y for each corresponding value of x, insert each value of x into the equation Y = 60x + 20.
For x = 0:
Y = 60(0) + 20
Y = 0 + 20
Y = 20
For x = 1:
Y = 60(1) + 20
Y = 60 + 20
Y = 80
For x = 2:
Y = 60(2) + 20
Y = 120 + 20
Y = 140
For x = 3:
Y = 60(3) + 20
Y = 180 + 20
Y = 200
For x = 4:
Y = 60(4) + 20
Y = 240 + 20
Y = 260
For x = 5:
Y = 60(5) + 20
Y = 300 + 20
Y = 320
Therefore, the values of y are:
Y = 20, 80, 140, 200, 260, 320.
To find the corresponding values of Y for each value of X in the given equation Y = 60x + 20, we can substitute each value of X into the equation and calculate the corresponding value of Y.
Using the given values of X from the table:
For X = 0:
Y = 60(0) + 20
Y = 0 + 20
Y = 20
For X = 1:
Y = 60(1) + 20
Y = 60 + 20
Y = 80
For X = 2:
Y = 60(2) + 20
Y = 120 + 20
Y = 140
For X = 3:
Y = 60(3) + 20
Y = 180 + 20
Y = 200
For X = 4:
Y = 60(4) + 20
Y = 240 + 20
Y = 260
For X = 5:
Y = 60(5) + 20
Y = 300 + 20
Y = 320
So, the corresponding values of Y for the given values of X are:
X Y
0 20
1 80
2 140
3 200
4 260
5 320
Therefore, the value of Y for the given equation when X = 5 is 320.
To find the values of y for each x, we can substitute each x value into the equation.
For x = 0:
y = 60(0) + 20
y = 0 + 20
y = 20
For x = 1:
y = 60(1) + 20
y = 60 + 20
y = 80
For x = 2:
y = 60(2) + 20
y = 120 + 20
y = 140
For x = 3:
y = 60(3) + 20
y = 180 + 20
y = 200
For x = 4:
y = 60(4) + 20
y = 240 + 20
y = 260
For x = 5:
y = 60(5) + 20
y = 300 + 20
y = 320
Therefore, the y-values for x = 0, 1, 2, 3, 4, and 5 are 20, 80, 140, 200, 260, and 320 respectively.