Determine the absolute value of the function f
(It wont let me add an image so you'll have to suffer with me)
-3
What does the midline, amplitude, and Period mean?
Midline: Horizontal line that goes through the middle of the maximum and the minimum values in a graph.
Amplitude: Height from center line to the peak.
Period: Range of x-values it takes to repeat a cycle.
What are the names of all three ratios?
Sin, Cos, Tan
In which Unit Circle Quadrant will 675 land in?
Quadrant IV
f(x) = 5x. Find f(10). If x = 10, are you multiplying or dividing?
Multiplying
What type of discontinuity is shown in the graph?
(Again no image, but its the lines that curve in opposite directions)
Infinite Discontinuity
On a graph, draw 3csc(2x)-4
Girl I did not do this problem and was not given an answer :/
Find the length of KN (Law of Cosine)
√382+402-2(38)(40)
KN = 2
Find a reference angle on the Unit Circle for 987
987 - 360 = 627 - 360 = 267
270 - 267 = 3
Given f(x) = 7x-1, find f(-2)
7(-2)-1 = -15
What are the three discontinuities called?
Removable, Jump, and Infinite
What is the Period for 4π?
1/2
Find side c
352 + 202 --> 1,225 + 400 = √1,625 = ???
40.3
What is the sin of -45?
-45 + 360 = 315
y of 315 = -√2/2
Solve for x when m(x) = 3
x = 0, 1, 2, 3, 4, 5, 6, 7
m(x) = 2, 4, 6, 3, 0, -1, 0, 3
x = 3, x = 7
A car(c) is 80mi North of a person(p) and driving towards them at a rate of 30mi an hour. At the same time, another car(b) is 130mi East of the person, going West at 40mi per hour. How far is each car from the person after 2 seconds?
Car 1: 80-30(2) = 20
Car 2: 130-40(2) = 50
f(x) = 5sin(13(x-10)) + (-19)
Which of these numbers represents Amplitude?
5sin (or just 5)
Solve for the opposite of the right triangle. Angle = 45, Hyp = 18ft
Sin(45) * 18 = 13ft
What is the tan of 7π/6?
1/√3
3x2 + 5x + 1, find f(2)
3(2)2 + 5(2) + 1 = 23
(Since I can't put in an image, I'm gonna tell you that the graph goes through -2, 0, and 2)
Domain: All Real Numbers
Range: All Real Numbers
Roots: -2, 0, 2
Local Peak: (1,1)
Local Valley: (-1,-1)
Symmetry: Odd
Factor 25cos2θ - 9- 0
(5cos x - 3)(5cos x + 3)
Find side b. Angle A = 42, Angle B = 117, side a = 6
side b = 7.99
Solve cos(x) = √3/2
√3/2 is in Q1 and Q4, angle 330 and 30
Solve.
f(x) = -x + 1 x = -3
f(-3) = -(-3) + 1 = 4