1-5 Practice

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Write an equation to represent the relationship between the step number, n, and the number of small squares, y.

How do you know the relationship is quadratic?

How many seconds does it take for the marshmallow reach its maximum height?

Which graph could represent the distance fallen, in feet, as a function of time in seconds?

Graph A

Graph B

Graph C

Graph D

1-5 Practice

1-5 Practice

Write an equation to represent the relationship between the step number, n, and the number of small squares, y.

How do you know the relationship is quadratic?

How many seconds does it take for the marshmallow reach its maximum height?

Which graph could represent the distance fallen, in feet, as a function of time in seconds?

How many tickets sold at $5 each?

Revenue when tickets are $10 each?

How many tickets sold at $15 each?

Revenue when tickets are $20 each?

How many tickets sold at $30 each?

Revenue when tickets are $45 each?

How many tickets sold at $50 each?

How many tickets sold at $p each?

Revenue when tickets are p each?

For which ticket prices will the theater earn no revenue?

Which ticket cost will earn the theater at least $3200 in revenue? (Select all that apply).

Write an expression that represents the revenue in dollars from selling running shoes if a pair of shoes is priced at p dollars.

Select all the statements that describe this situation.

Write an equation to represent the relationship between the step number, n, and the number of small squares, y.

How do you know the relationship is quadratic?

How many seconds does it take for the marshmallow reach its maximum height?

How many seconds does it take for the marshmallow to hit the ground? (Round to the nearest tenth.)

What domain makes sense for the function h in this situation?

Which graph could represent the distance fallen, in feet, as a function of time in seconds?

How many tickets sold at $5 each?

Revenue when tickets are $10 each?

How many tickets sold at $15 each?

Revenue when tickets are $20 each?

How many tickets sold at $30 each?

Revenue when tickets are $45 each?

How many tickets sold at $50 each?

How many tickets sold at $p each?

Revenue when tickets are p each?

For which ticket prices will the theater earn no revenue?

Which ticket cost will earn the theater at least $3200 in revenue? (Select all that apply).

Write an expression that represents the revenue in dollars from selling running shoes if a pair of shoes is priced at p dollars.

Select all the statements that describe this situation.

How many seconds does it take for the marshmallow to hit the ground? (Round to the nearest tenth.)

What domain makes sense for the function h in this situation?