<p> Station 1 </p><p>1) Solve (find all missing parts of) the right triangle if </p><p> m<A = 48, and c = 16. </p><p>Round to the nearest tenth.</p><p>A</p><p>B C</p><p>2) Describe the features (i.e. period, amplitude, shifts…) of the graph of ) + 2</p><p>3) You and your friends are going to the movies and stop at the concession stand to get some snacks. They offer Pepsi, Diet Pepsi, Sprite, bottled water, lemonade and iced tea to drink and hot dogs, popcorn, gummy bears, nachos and soft pretzels to eat. How many possible combinations are there if you buy one drink and one snack?</p><p>4) Evaluate the following:</p><p> a) 9C3 b) 12P2 Station 2</p><p>5) Graph the piecewise functions below</p><p>F(x) = x + 5 x < -2 </p><p>4 -2 ≤ x ≤ 2</p><p>-x + 5 x > 2</p><p>6) Find the arc length of a circle with a radius of 9cm and </p><p>7) If sin  = find the other 2 trig functions.</p><p>8) An urn contains 5 balls, two of which are marked $3, two $2, and one $11 dollars. You must pay $6 to play the game. Find the expected value. Is this a fair game? Station 3</p><p>9) Describe the polynomial (end behavior, zeros, describe zero’s) </p><p>Y= -6x( x + 2)4(x – 3)2(x – 7)( x + 9)3</p><p>10) Use the frequency table to find the probability that a person goes out to eat at a restaurant less than 3 times a month. Round to the nearest tenth.</p><p># of meals per month Number of people More than 6 meals per month 85 5 – 6 meals per month 121 3 – 4 meals per month 150 Less than 3 meals per month 102 Total 458</p><p>11) Find a coterminal angle between 0 and 2 for the following angles:</p><p> a) -420 b) c) -12</p><p>12) Two dice are rolled at the same time. What is the probability of rolling an odd number and a number less than 3? Station 4</p><p>13) State the domain, vertical asymptotes, and horizontal asymptotes for the rational function below</p><p>14) A 12 foot ladder is leaned against a house. The angle of elevation from the base of the ladder is 54. How far is the base of the ladder from the house? </p><p>15) Evaluate F(x) = 6x +2 x ≤ - 3 </p><p>7 -3 < x < 4 </p><p>½ x -1 x ≥ 4 </p><p>F ( -3) F( -1) F ( 8) F( 1) </p><p>Station 5 16) Write the equation of a cosine function with amplitude of 5 and a period of 3.</p><p>17) In triangle ABC, find the measure of angle A, if B = 42,a = 12 & b = 14</p><p>18) A board game spinner is shown below. Find the following probabilities.</p><p> a) P(1)</p><p> b) P(even number)</p><p> c) P(less than 3)</p><p> d) P(not 2) </p><p>19) Find the area of a sector of a circle with a radius of 2 feet and  = 45</p><p>20. Describe using arrow notation </p>