What is the relationship between the lines determined by the following two equations? 6x-2y=16 and y=3x-8

1. They are the same line

2. parallel

3. perpendicular

4. neither parallel nor perpendicular

What does y=5x look like on a graph?

In triangle ABC, m A: 62 degrees B: 92 degrees C: 24 degrees D: 74 degrees

Tammy has ridden 54 miles of a bike course. The course is 60 miles long. What percentage of the course has Tammy ridden so far?

On a two week job a repairman works a total of 70 hours. He charges 75$ plus 40$ per hour. An equation shows this relationship where x is the total number of hours and y is the fee. What number is the slope of the line shown by the equation?

25% of my number is 24 what number is sam thinking of

The expression 8 + 2t can be used to find the total cost of admission and t amusement rides at a county fair. Which statement is true? A. The variable t is being added to 2. B. The coefficient in the expression is 2. C.

A salesperson earns a monthly salary of $2000 plus 6% commission on their sales. Their goal is to make at least $3,200 per month. What is the minimum amount of money in sales do they need to meet their goal?

Which of the following is the equation of a line that is perpendicular to 6x+4y=3 A) y=2/3x+5 B) y=3/4x-3/2 C) y=4x-6 D) y=6x-3

What is the simplest form of (-3x^3y^2) (5xy^-1)

What product is equivalent to 25x^2 - 16? a. (5x-4) (5x+4) b. (5x+8) (5x-8) c. (5x-4) (5x-4) d. (5x-8) (5x-8)