simplify (2x5y3)4
what is 16x20y12
What trigonometry ratio would you choose to solve for side x?
CAH
What formula do you have to start with? How do you know?
Sine Law - there is a known angle and opposite side length given
f(x) = sin x + 3
a = 1
D:{XER}
R:{YER|2<y<4}
(True or False) This represents a periodic function:
simplify: (13z)5
what is 115z5
or z5
Find the value of x. Round to one decimal.
x=15.9
Find the measurement of angle Q (round to a whole number).
250
What transformations have been applied?
y=1/2 sinx+1
vertical compression by 1/2
a = 1/2
shifted up 1
D:{xER}
R:{yER|0.5<y<1.5}
T/F: The period is 4
True
2243
Find x
6.09 km
Find x
3.79 cm
What transformations have been applied?
y= 4sin(5(x-10))+7
vertically stretched by 4, a = 4, not reflected
period = 72
shifted right 10
shifted up 7
D: {xER}
R: {yER| 3<y<11}
T/F: You can use Sine Law and Cosine Law on right triangles
True
simplify:
(5^-3x^-7)/(a^-9c^-5)
What is:
(a^9c^5)/(5^3x^7)
Find \theta
41.8°
Solve for A to the nearest tenth of a degree
X=22.1º
The spokes of a water wheel go around in a consistent pattern, represented by:
h(x)=sin x
What is the radius of the water wheel?
radius = 1
T/F: These are co-terminal angles: 75 & 425
False
f(x)=(0.93)x
What is the domain, range, x-int, y-int, asymptotes
D: {xER}
R:{yER|0<y}
x-int: NONE
y-int: (0, 1)
asymptote: x-axis
What is the measurement of the three missing angles?
top left = 370
bottom left = 1220
bottom right = 580
What two scenarios do you use Cosine Law?
1) When you have the measurement of two sides and the angle in between them given
2) When you have the measurement of all three side lengths given
The height of a Ferris Wheel is modelled by:
h(x)=6sin(x-90)+7
What are the maximum and minimum heights of the riders on the Ferris Wheel?
max = 13
min = 1
T/F: You should start with Sine Law to solve this triangle
True (after subtracting for angle C)