It appears there is an error in the given equation "y=0.50 + 300" as it is not in the standard "y = mx + b" format. To create a linear equation in the form "y = mx + b" is by using the given value of 300 as 'b' (the y-intercept).
Assuming the equation should be "y = 0.5x + 300", we can substitute the given values of x into this equation to find the corresponding y values:
Given equation: y = 0.5x + 300
When x = 0, y = 0.5(0) + 300 = 300
When x = 50, y = 0.5(50) + 300 = 325
When x = 100, y = 0.5(100) + 300 = 350
When x = 150, y = 0.5(150) + 300 = 375
When x = 200, y = 0.5(200) + 300 = 400
When x = 250, y = 0.5(250) + 300 = 425
When x = 300, y = 0.5(300) + 300 = 450
When x = 350, y = 0.5(350) + 300 = 475
When x = 400, y = 0.5(400) + 300 = 500
When x = 450, y = 0.5(450) + 300 = 525
When x = 500, y = 0.5(500) + 300 = 550
These are the corresponding y values for the given x in the linear equation y = 0.5x + 300.
