Foundations Bell work 12/5/2024

• The cost per cheerleading uniform is $8 less for School 1 than School 2, and the slope of the function representing the total cost is less steep for School 1 than for School 2.

• The cost per cheerleading uniform is $8 less for School 1 than School 2, and the slope of the function representing the total cost is steeper for School 1 than for School 2.

• The cost per cheerleading uniform is $8 more for School 1 than School 2, and the slope of the function representing the total cost is less steep for School 1 than for School 2.

• The cost per cheerleading uniform is $8 more for School 1 than School 2, and the slope of the function representing the total cost is steeper for School 1 than for School 2.

• Real numbers

• Rational numbers

• Natural numbers

• Integers

• All integers

• All real numbers

• The average rate of change on the interval is 0.05, representing an average increase of 0.05 feet per minute.

• The average rate of change on the interval is 1.00, representing an average increase of 1.00 feet per minute.

• The average rate of change on the interval is 1.00, representing an average increase of 1.00 foot per 19 minutes.

• The average rate of change on the interval is 19.00, representing an average increase of 19 feet per minute.

Two raftin companies' information is provided in the diagram. Which statement is true?

• The cost per hour rafting is $3.75 less for Water's Edge than Ryan's Rafts, and the slope of the function representing the total cost is steeper for Water's Edge than for Ryan's Rafts.

• The cost per hour rafting is $6.00 less for Water's Edge than Ryan's Rafts, and the slope of the function representing the total cost is steeper for Water's Edge than for Ryan's Rafts.

• The cost per hour rafting is $3.75 more for Water's Edge than Ryan's Rafts, and the slope of the function representing the total cost is steeper for Water's Edge than for Ryan's Rafts.

• The cost per hour rafting is $6.00 more for Water's Edge than Ryan's Rafts, and the slope of the function representing the total cost is less steep for Water's Edge than for Ryan's Rafts.