The London Eye is a Ferris wheel with an approximate diameter of 440 feet, making one full rotation in 30 minutes. The diagram represents the London Eye centered on a coordinate grid. From this view, the Ferris wheel rotates counterclockwise. To the nearest tenth, what will be the coordinates of point P in one minute? Assume a constant rate. Show how you arrived at your answer.

Evaluate $\frac{a-b}{3}$ when $a$ is three times $b$ and $a=18$.

What are terms for delivery? Give three examples.

What is the book Three Cups of Tea about?

Find three different parametrizations of the graph of $y=x^3$.

What are the three major topics in Lesson 1?

What are three different types of aquatic ecosystems?

Find three factorizations for each monomial.

$$15m^5n$$

In this exercise, determine whether the statement is true or false. Justify your answer.

If a system of three linear equations is inconsistent, then there are no points common to the graphs of all three equations of the system.

a. List the sample space for spinning arrows (not shown) on the three spinners shown. Find each probability.

b. P(all the same color or red on one of the spinners)

c. P(yellow on all three spinners or red on all three spinners)

d. P(blue on at least one spinner or yellow on at least one spinner)

What are the three regions of the vascular tunic?

For the triangle, find all three side lengths to the nearest hundredth and all three angle measures to the nearest degree.

$$L(-1,-6), M(1,-6), N(-1,1)$$

What are the three major topics in this chapter?

For the triangle, find all three side lengths to the nearest hundredth and all three angle measures to the nearest degree.

$$B(-2,-4), C(3,3), D(-2,3)$$