Mathematics

Amare Rogers

11 February, 09:10

There are 98 international units of vitamin d in 1 cup of milk. The function V (c) = 98c represents the amount V (c) of vitamin d, in international units, you get from c cups of milk. You have a 16-cup jug of milk. What is a reasonable domain and range for this function

+5

Answers (1)

Know the Answer?

Not Sure About the Answer?

Find an answer to your question ✅ “There are 98 international units of vitamin d in 1 cup of milk. The function V (c) = 98c represents the amount V (c) of vitamin d, in ...” in 📘 Mathematics if you're in doubt about the correctness of the answers or there's no answer, then try to use the smart search and find answers to the similar questions.

Search for Other Answers

You Might be Interested in

The campers in cabin C walked 3/5 of 9 miles. how many miles did they walk?

Suppose that A and B are arbitarary 2*2 matirices. Is the quantity given always equal to (A+B) 2 (a) A2 + 2AB+C2. (b) (B+A) 2 (c) A (A+B) + B (A+B) (d) A2 + AB+AB+C2

How do i simplify ((x^2) / (4y^-2)) ^ (-1/2) ?

The table represents a linear function. What is the slope of the function? -3 -2 3 4

The volume of a cube is 54 cubic feet. What is the volume of a pyramid that fits exactly inside the cube?

New Questions in Mathematics

Which best describes a way in which Naturalism differs from Realism? A. Characters are idealized. B. The effect of society and heredity on character is explored. C. The importance of nature is emphasized over that of humanity. D.

Find the equation of the line that cuts the y axis at y=-9 and whose slope is 1/7.

Math is often used to determine the correct dosage for medications; create scale drawings; graph data from scientific investigations. Given this information, what conclusion can be made about mathematics? A.

A car is 200 km from its destination after 1 hour and 80 km from its destination after 3 hours.

Consider the equation x-3=5. a. Multiply both sides of the equation by a constant, and show that the solution set did not change. Now, multiply both sides by x. b. Show that x=8 is still a solution to the new equation.