Use the graph of y = sin x to find all values of x, 0 < x < 2pi, for which the following is true. (Enter your answers as a comma-separated list.) sin x = 0

The required answer as a comma-separated lists are (0, 0),  (, 0.5), ( ,  ),  ( , 0)

Given the equation of a sine graph expressed as:

for all values of x within the range 0 < x < 2π

We need to get the value of y for the values of x within the range as shown:

If x = 0;

y = sin0

y = 0

The required solution is (0, 0)

If x = 30;

y = sin30

y = 0.5

The required solution is (, 0.5)

If x = ;

y = sin

y =

The required solution is ( ,  )

If x =

y = sin

y = 0

The required solution is at ( , 0)

If x =

y = sin

y = 0

Hence the required answer as a comma-separated lists are (0, 0),  (, 0.5), ( ,  ),  ( , 0)

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if x = pi/2, then y =1.

if x = pi/4, then y =

if x = pi, then y = 0

Step-by-step explanation: