Quiz 2.1 - Creating Linear Eqn/Ineq
star
star
star
star
star
Last updated almost 4 years ago
12 questions
1
To rent an apartment, Tanner must pay a $150 security deposit and $350 each month. Write an equation to model the situation, with x as the number of months and y as the total cost of renting the apartment.
Write the equation in slope intercept form, with the y on the left side of the equation. No spaces.
To rent an apartment, Tanner must pay a $150 security deposit and $350 each month. Write an equation to model the situation, with x as the number of months and y as the total cost of renting the apartment.
Write the equation in slope intercept form, with the y on the left side of the equation. No spaces.
1
Tanner works in sales. Each month, Tanner makes $200, plus a 10% commission of his total sales. Write an equation to model the situation, with x as his sales for the month and y as his earnings for the month.
Write the equation in slope intercept form, with the y on the left side of the equation. No spaces.
Tanner works in sales. Each month, Tanner makes $200, plus a 10% commission of his total sales. Write an equation to model the situation, with x as his sales for the month and y as his earnings for the month.
Write the equation in slope intercept form, with the y on the left side of the equation. No spaces.
1
Tanner sells two kinds of packages: a deluxe package, priced at $200, and a value package, priced at $100. His total sales from both packages was $700. Write an equation to model the situation, with x as his number of deluxe sales and y as his number of value sales.
Write the equation in standard form (Ax+By=C). No spaces or "$".
Tanner sells two kinds of packages: a deluxe package, priced at $200, and a value package, priced at $100. His total sales from both packages was $700. Write an equation to model the situation, with x as his number of deluxe sales and y as his number of value sales.
Write the equation in standard form (Ax+By=C). No spaces or "$".
1
Tanner's monthly rent is $350, and he makes $200 each month plus his commission. Each deluxe sale earns him $20, and each value sale earns him $10. Write an inequality to represent how he can make at least enough to pay rent, with x as his number of deluxe sales and y as his number of value sales.
Write the inequality in standard form, (Ax+By ? C, where ? is an inequality symbol), no spaces or "$". Be sure to move all constants to the right and simplify.
Tanner's monthly rent is $350, and he makes $200 each month plus his commission. Each deluxe sale earns him $20, and each value sale earns him $10. Write an inequality to represent how he can make at least enough to pay rent, with x as his number of deluxe sales and y as his number of value sales.
Write the inequality in standard form, (Ax+By ? C, where ? is an inequality symbol), no spaces or "$". Be sure to move all constants to the right and simplify.
1
A triathlon consists of swimming, biking, and running. There are different sizes for the event, but usually contestants run about 7 times the distance that they swim. An Olympic triathlon is 51.5 km long. Write an equation, with x as the swimming distance, and y as the biking distance, to represent the situation.
(Hint: be careful to include all three events, then simplify like terms!)
Write the equation in standard form (Ax+By=C), with no spaces.
A triathlon consists of swimming, biking, and running. There are different sizes for the event, but usually contestants run about 7 times the distance that they swim. An Olympic triathlon is 51.5 km long. Write an equation, with x as the swimming distance, and y as the biking distance, to represent the situation.
(Hint: be careful to include all three events, then simplify like terms!)
Write the equation in standard form (Ax+By=C), with no spaces.
1
During the swimming and biking portions, Natasha has covered 41.5 km. She runs at 16 km/h. Write an equation to model the situation, where y is her total distance covered, and x is her time spent running, in hours.
Write the equation in slope-intercept form, no spaces.
During the swimming and biking portions, Natasha has covered 41.5 km. She runs at 16 km/h. Write an equation to model the situation, where y is her total distance covered, and x is her time spent running, in hours.
Write the equation in slope-intercept form, no spaces.
1
Humans require about 1800 calories a day. Every hour spent swimming requires 500 calories. Write an equation that represents the total calories, y, an athlete should eat on a day that they spent x hours swimming.
Write the equation in slope-intercept form, no spaces.
Humans require about 1800 calories a day. Every hour spent swimming requires 500 calories. Write an equation that represents the total calories, y, an athlete should eat on a day that they spent x hours swimming.
Write the equation in slope-intercept form, no spaces.
1
Michael Phelps has to eat at least 8000 calories each day to sustain his workout schedule. A whole pizza has about 2000 calories. A large burger is about 500 calories. Write an inequality to model the situation, with x as the number of pizzas, and y as the number of burgers.
Write the inequality in standard form, (Ax+By ? C, where ? is an inequality symbol), no spaces or "$".
Michael Phelps has to eat at least 8000 calories each day to sustain his workout schedule. A whole pizza has about 2000 calories. A large burger is about 500 calories. Write an inequality to model the situation, with x as the number of pizzas, and y as the number of burgers.
Write the inequality in standard form, (Ax+By ? C, where ? is an inequality symbol), no spaces or "$".
1
Write the equation that represents the line to the left.Use the points (0, -3) and (5, 1).
Write the equation in slope-intercept form, with fractions rather than decimals, no spaces.
Write the equation that represents the line to the left.
Use the points (0, -3) and (5, 1).
Write the equation in slope-intercept form, with fractions rather than decimals, no spaces.
1
Write the equation that represents the line to the left.Use the points (0, 2) and (-2, -1)
Write the equation in slope-intercept form, with fractions rather than decimals, no spaces.
Write the equation that represents the line to the left.
Use the points (0, 2) and (-2, -1)
Write the equation in slope-intercept form, with fractions rather than decimals, no spaces.
1
Write the inequality that represents the line to the left.Use the points (0, 5) and (1, 2)
Write the inequality in slope-intercept form, with fractions rather than decimals, no spaces.
Write the inequality that represents the line to the left.
Use the points (0, 5) and (1, 2)
Write the inequality in slope-intercept form, with fractions rather than decimals, no spaces.
1
Write the inequality that represents the line to the left.Use the points (0, -1) and (7, 5)
Write the inequality in slope-intercept form, with fractions rather than decimals, no spaces.
Write the inequality that represents the line to the left.
Use the points (0, -1) and (7, 5)
Write the inequality in slope-intercept form, with fractions rather than decimals, no spaces.