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What is the amplitude and period of. Amplitude 7 Period 12 π. Write an equation for a cosine wave with a phase shift of -3 and a period of 3 π /2. y=cos(4/3(x+3)). Find the phase shift, period, amplitude, and vertical shift of. phase shift -3 π/10 period π/5 amplitude 5 vertical shift 3.

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Presentation Transcript
slide2

Amplitude 7

Period 12π

slide6

phase shift -3π/10

period π/5

amplitude 5

vertical shift 3

slide7

Find all solutions to

between 0o and 720o, round your answers to the nearest hundredth.

slide8

45.58o

134.42o

405.58o

494.42o

slide9

Find the general solution to

in radians. (No Calculator)

slide10

π/3+2πn

-π/3+2πn

slide16

Maximum 11

Minimum 1

slide27

Solve 6 sin (5x) + 3 = 4

Find the general solution in radians

slide28

0.0335 + 2πn/5

0.5948 + 2πn/5

slide29

Find an equation for the following

situation. In one city in the southern

hemisphere, the lowest average temperature

is in April when it is 42o. The highest

average temperature occurs in October and

is 82o. Find an equation for a cosine wave

that matches the situation.

slide33

Simplify the following

(cot x)(sec x)(sin x) - (sin x)(tan x)(cos x)

slide37

Calculate cos(465O)

without a calculator

slide38

Calculate sin(-5π/12)

without a calculator

slide39

Given that sin x = 5/8 and that π/2 < x < π

find the following ratios without a calculator

cos x

sin -x

cos 2x

slide40

√39/8

-5/8

11/64