PLEASE HELP
Step 3: Applying linear functions
Grace and Claire’s parents are saving money now for their college education. Function 1 shows the growth of baby Grace’s college fund over time. Function 2 shows growth of baby Claire’s college fund over time.

a) If Grace and Claire’s parents each invested $7,600 into a college saving account when the girls were born, how much money will each girl have for college when she turns 18? Explain. (2 points)
b) Do the functions show a positive or negative correlation between time and the amount of money saved? Explain. (1 point)

Step 4: Identifying functions as linear or nonlinear
As infants grow from a toddler to a young adult, there may be times when they are ill and medication is needed. It is extremely important that medication be administered in the exact dose so the child receives the correct amount. Too little or too much medication could have serious side effects. A popular children’s fever medicine manufacturer recommends the following dosage information to parents and pediatricians.

Children’s Fever Medicine
(given every 4–6 hours, as needed)
Weight 24+ lbs 36+ lbs 48+ lbs 60+ lbs 72+ lbs
Dosage 5 mL 7.5 mL 10 mL 12.5 mL 15 mL

a) Evaluate the data and find the rate of change from one age group to the next. Explain how you found the rate of change. (2 points)
b) Is the relationship between weight and the amount of medicine linear? Explain. (2 points)

PLEASE HELP Step 3 Applying linear functions Grace and Claires parents are saving money now for their college education Function 1 shows the growth of baby Grac class=
PLEASE HELP Step 3 Applying linear functions Grace and Claires parents are saving money now for their college education Function 1 shows the growth of baby Grac class=

Respuesta :

Answer: A) using y=mx+b find the slope between two points given (y2-y1) /(x2-x1) which will be the m value. The b value is the y intercept, i.e. the y value when x is 0 or the amount of money when they are born. After finding m and plugging in 7600 for b, substitute 18 for x since that is the age. Then solve for y=slope(18)+7600 and y will be the the amount of money at 18.

B) positive correlation. The slope is positive, i.e. The money is increasing with time, not decreasing.

Step-by-step explanation: