Use your grapher to determine which of the graphs matches the polar equation r = 3 sin 2θ.
1 answer:
<span>Given:
r = 3 sin 2θ</span> <span>
Find:</span> Graph that matches the polar equation <span>Solution:
Use the polar graph type in the graphing calculator and enter the following values: 3sin (2 theta).</span> <span>Please see the attached image for the answer. The graph would look like butterfly wings.</span>
r = 3 sin 2θ</span> <span>
Find:</span> Graph that matches the polar equation <span>Solution:
Use the polar graph type in the graphing calculator and enter the following values: 3sin (2 theta).</span> <span>Please see the attached image for the answer. The graph would look like butterfly wings.</span>
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<h2>-2/5</h2>
Answer:
x = -1
Step-by-step explanation:
The axis of symmetry of the graph is x=3 but,
If shift the graph 4 units to the left it would mean the new value of x would be -1 as shown here:
-4 because it shifted 4 units to the left so the axis of symmetry of the transformed graph would be x = -1 and since it shifted 2 units down the y-coordinate of the turning point would be -2 so the turning point of the original graph is (3 , 0) and the turning point of the transformed graph is
(-1 , -2) I attached an image so you can visualize clearly
