In which quadrant does an angle of 1300° terminate? Assume the vertex of the angle is at the origin and one leg of the angle is
on the positive c-axis.
Find the quadrant of the other leg of the angle.
1 answer:
<h3>
Answer: quadrant 3</h3>
Work Shown:
Divide 1300 over 360
1300/360 = 3.611 approximately
Focus on the whole part 3. There are 3 full revolutions
3*360 = 1080, which subtracts off to get 1300-1080 = 220 left over.
The remainder 220 tells us where the angle points. It's in quadrant 3 since 220 degrees is between 180 degrees and 270 degrees.
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Since both 3x and 6x have the variable x in it, we can just go ahead and add 3 and 6.
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The answer is B,because they each can be divided by three
