respond to the question and solve the problems

Question 1 :

Write the equation of vertical line passing trough the point  (5, 2).

		x = 5
		x = 2
		y = 5
		y = 2

Question 2:

Do the graph that represents the function: y = 2x – 4

Question 3:

Do the graph that represents the function: 5x - 3y = 15

Question 4

Convert given equation of line to slope-intercept form y = mx + b and identify slope m:

x + 2y = 8

		a. m= - 1/2
		b. m=2
		c. m=1
		d. m=4

Question 5:

Find slope of the line for the graph below: 

		a. -1
		b. -2
		c. 1
		d. 2

Question 6:

Select inequality that represents shaded area on the graph below:

		a. 2x + y < 4
		b. 4x + 2y < 1
		c. x + 2y > 4
		d. x - 2y < 1

Question 7:

Select inequality that represents shaded area on the graph below:   

		a. y < (1/4)x + 2
		b. y > (1/4)x + 2
		c. y > x + 2
		d. y < x + 2

Question 8:

For the function:

F(x) = x-5

x+5

find f(-10)

		a. 1.5
		b. - 5
		c. 3
		d. - 2

Question 9 :

Solve system of equations using Substitution Method. Show steps, not just answer. x + y = 3 2x + 3y = 4 Type your solution in the box below.

Question 10:

Solve system of equations using Addition (Elimination) Method. Show steps, not just answer. x – 2y = 2 5x + 2y = 22 Type your solution in the box below.

Question 11:

question 12:

Peter weights 30 lbs more than John. Total weight of Peter and John together is 300 lbs.   Let Peter's weight is x lbs and John's weight is y lbs. Create two equations with x and y, and solve system of equations.

Type your solution in the box below.

Question 13:

If you buy 1 pound potatoes and 2 pounds tomatoes you will pay $4. For 4 pounds potatoes and 3 pounds tomatoes you will pay $8. How much costs pound potatoes and how much costs pound tomatoes? Assign x for cost of potatoes per pound and assign y for cost of tomatoes per pound. Create two equations with x and y, and solve system of equations. Answers should decimal numbers with two digits after decimal point (like 4.20) Type your solution in the box below.

Question 14:

Select system of two inequalities that represent shaded area on the graph below:   

		a. x+y≤ 2 y≥ 2 b. x - y  ≤  2  y ≤ 2
		c. 2x - 2y  ≤  1  y > 2
		d. 2x + 2y  ≤  1  y < 1

Question 15:

Do the graph that represents solution for the following system of inequalities: x + y ≤ 2 2x - y ≤ 4