## How To Find Period And Range Of Sine Graph

#### Sine Function Properties Range and Period 10 to 1210 to 12

28/01/2008 Best Answer: Domain: negative infinity to infinity Range: -1 to 1 Domain Of Cosine for the domain of both the sine and cosine functions, their domains are both all real numbers, since you can substitute any value for the angles, and still get a value for sine or cosine. for the range, however, if you can recall your lessons

#### Sine Function Properties Range and Period 10 to 1210 to 12

4 ) Given the graph, find the amplitude and period, then write a trig function. a) b) 5) Write an equation of a cosine function with amplitude 3, a period of ?, a phase shift of

#### Sine Function Properties Range and Period 10 to 1210 to 12

The sine and cosine functions both have a period of 2? radians. The cosine function is very similar to the sine, except that it is ahead of the sine by ? / 2 radians. The sine function takes the value of zero at zero degrees, where as the cosine is 1 at the same point.

#### Sine Function Properties Range and Period 10 to 1210 to 12

2/12/2010 The domain of a sine graph is negative infinity to infinity and the range is from -1 to 1. The x-intercepts are found by dividing c+period by half, then c+(c+period) by half and period+(c+period). The height of the sin curve is equal to the y value of the unit circle My teacher responded: Good attempt but some of this is unclear. As the problem asked for the relationship to the unit circle you

How to find period and range of sine graph

#### Algebra 2 STUDY GUIDE AIIT.18 Graphing Trig Functions Mrs

Since sine and cosine are periodic, then tangent has to be, as well. A quick check of the signs tells us how to fill in the rest of the graph: A quick check of the signs tells us how to fill in the rest of the graph:

#### Sine Function Properties Range and Period 10 to 1210 to 12

Since sine and cosine are periodic, then tangent has to be, as well. A quick check of the signs tells us how to fill in the rest of the graph: A quick check of the signs tells us how to fill in the rest of the graph:

#### What is the amplitude period and range for f(x)=-2sin(2x

For example, the function $\sin(x)$ has period $2 \pi$ since $\sin(x) = \sin(x + 2 \pi)$ (as you can easily verify from the graph). The function returns to the

#### S-cool – Graphs of Trigonometric Functions

28/01/2008 Best Answer: Domain: negative infinity to infinity Range: -1 to 1 Domain Of Cosine for the domain of both the sine and cosine functions, their domains are both all real numbers, since you can substitute any value for the angles, and still get a value for sine or cosine. for the range, however, if you can recall your lessons

#### Sine Function Properties Range and Period 10 to 1210 to 12

Sine Function Properties: Range and Period. The graph of the function has a minimum and a maximum value of . The minimum value is ; the maximum value is . The period of this curve is 360. Vertical Stretch, ; Vertical Translation: Now when this graph is stretched and translated vertically, the minimum and maximum values change. The amount of vertical stretch will tell you how far on the

#### What is the amplitude period and range for f(x)=-2sin(2x

Sine Function Properties: Range and Period. The graph of the function has a minimum and a maximum value of . The minimum value is ; the maximum value is . The period of this curve is 360. Vertical Stretch, ; Vertical Translation: Now when this graph is stretched and translated vertically, the minimum and maximum values change. The amount of vertical stretch will tell you how far on the

#### what's amplitude and period for domain and range and how

2/12/2010 The domain of a sine graph is negative infinity to infinity and the range is from -1 to 1. The x-intercepts are found by dividing c+period by half, then c+(c+period) by half and period+(c+period). The height of the sin curve is equal to the y value of the unit circle My teacher responded: Good attempt but some of this is unclear. As the problem asked for the relationship to the unit circle you

#### S-cool – Graphs of Trigonometric Functions

Notice that the amplitude of sin(x) is 1, and sin/x has range from y=-1 to y=1. So top to bottom the length is 2. Divide by 2 to get the amplitude. This gives us a way of calculating the amplitude of any sine graph if we don't have the function written. Calculate the difference between the max and min of the range, and divide by 2.

#### what's amplitude and period for domain and range and how

Notice that the amplitude of sin(x) is 1, and sin/x has range from y=-1 to y=1. So top to bottom the length is 2. Divide by 2 to get the amplitude. This gives us a way of calculating the amplitude of any sine graph if we don't have the function written. Calculate the difference between the max and min of the range, and divide by 2.

### How to find period and range of sine graph - Algebra 2 STUDY GUIDE AIIT.18 Graphing Trig Functions Mrs

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