Graphing Trig Functions | Baamboozle - Baamboozle

0%

0 0 0

Back Restart

Which functions begins and ends with a max/min, and has a max/min halfway through its period?

y=cos(x)

For the function y=atan(bx) + d, which value of b will give the function a period of 3?

π/3

Which function has a zero whenever y=sin(x) = 0?

y=tan(x)

Which functions have vertical asymptotes whenever cos(x)=0? (you have to say both)

y=sec(x) and y=tan(x)

What graph is this?

y = 2sin(2x)

y = -2cos(2x)

y = -2sin(2x)

y = 2cos(2x)

If you graphed the function y=sin(2x), at what positive value of x would the function reach a maximum first?

π/4

If you graphed the function y=cos(1/2x), at what positive value of x would the function reach a minimum first?

2π

What graph is this?

y=tan(x)

y= - cot(x)

y=cot(x)

y = - tan(x)

What graph is this?

y=tan(x)

y=cot(x)

y = - tan(x)

y= - cot(x)

From [0, 2π] {included} where does y=cot(x) have vertical asymptotes? (Name all of them)

0, π, 2π

Determine the period y = 5tan(2x)

π/2

What graph is this?

y=3sin(x)

y=3cos(x)

y= -3sin(x)

y= -3cos(x)

Which function has a zero whenever cos(x) = 0?

y = cot(x)

What graph is this?

y=csc(x)

y=csc(2x)

y=-sec(x)

y=sec(1/2x)

Determine the period: y= -csc(5x) -11

2π/5

What graph is this?

y=tan(x)

y=cot(x)

y=-cot(x)

y=-tan(x)

What graph is this?

y=-csc(x)

y=-sec(x)

y=sec(1/2x)

y=csc(x)

Determine the period: y = -3cot(1/3x)

3π

Determine the period: y=7cos(1/4x)

8π

What graph is this?

y = - cot(x)

y= - tan(x)

y=cot(x)

y=tan(x)

What graph is this?

y= 2cos(2x)

y= -2cos(2x)

y= 2sin(2x)

y= -2sin(2x)

What graph is this?

y = - tan(x)

y= - cot(x)

y=tan(x)

y=cot(x)

For the function y=acos(bx) + d, which value of b will give the function a period of 18?

π/9

For the function y=acot(bx) + d, which value of b will give the function a period of 1/2?

2π

Which functions have vertical asymptotes wherever sin(x)=0 (you have to say both)

y=csc(x) and y=cot(x)

What graph is this?

y=cos(2x)

y=cos(1/2x)

y=cos(x)

y=2cos(x)

Determine the period: y=sin(3x)

2π/3

From [0,2π] {included} where does y=tan(x) have vertical asymptotes? (Name all of them)

π/2, 3π/2

What graph is this?

y=sin(2x)

y=2sin(x)

y=sin(x)

y=sin(1/2x)

For the function y=asin(bx) + d, which value of b will give the function a period of 7?

2π/7

Which function begins and ends at the midline, and passes through the midline halfway through its period?

y=sin(x)