Learn how to identify slope & y intercept when an equation is not in slope intercept form

The video tutorial explains how to rewrite an equation into slope intercept form by solving for Y. It emphasizes the importance of isolating the variable Y to achieve this form. The process involves adding or subtracting terms to isolate Y and rewriting the equation with the variable term first. The tutorial concludes with a demonstration of the final equation in slope intercept form.

What is the primary goal when rewriting an equation into slope-intercept form?

• To find the slope

• To solve for X

• To isolate the variable Y

• To eliminate all variables

Why is it necessary to add 9X to both sides of the equation?

• To balance the equation

• To eliminate the constant

• To isolate the variable X

• To make the equation more complex

What operation is performed to isolate Y in the equation?

• Subtracting 9X from both sides

• Multiplying both sides by 9X

• Adding 9X to both sides

• Dividing both sides by 9X

In slope-intercept form, how should the terms be arranged?

• Constant first, then variable

• Randomly

• Alphabetically

• Variable first, then constant

What is the final form of the equation after rewriting it into slope-intercept form?

• y = 1/2 + 9X

• y = 9X - 1/2

• y = 1/2 - 9X

• y = 9X + 1/2