A full rotation takes 360 degrees. 1309 divided 360 is a little over 3. That mean that it requires 3 full rotations plus change. 1309 - 3(360) = 131. 131 degrees, which is greater than 90 but smaller than 180, is found in the second quadrant.
If you mean (-4, 7) then it is in the 2nd quadrant on the Cartesian plane
If you mean (5, 2) then it is in the 1st quadrant on the Cartesian plane
If you mean the point (7, 9) then it is in the 1st quadrant
A quadrant is a section of a circle or shape that has been equally divided into those four sections.
what does quadrant mean
A full rotation takes 360 degrees. 1309 divided 360 is a little over 3. That mean that it requires 3 full rotations plus change. 1309 - 3(360) = 131. 131 degrees, which is greater than 90 but smaller than 180, is found in the second quadrant.
If you mean (-4, 7) then it is in the 2nd quadrant on the Cartesian plane
If you mean (5, 2) then it is in the 1st quadrant on the Cartesian plane
It was state capitalist. Not sure what you mean by quadrant, though.
Lower right quadrant
If you mean point (2, 5) then it is in the 1st quadrant on the Cartesian plane
If you mean the point (7, 9) then it is in the 1st quadrant
if you have a shape in quadrant 1 of a coordinate plane and another shape in quadrant 2, rotate the shape in quadrant 1 to the right 90 degrees. It, when rotated, the shape in quadrant 1 is congruent to the shape in quadrant 2, then they are rotationally symmetrical.
Rotations in the coordinate plane are done in the counterclockwise direction, beginning in the top right (Quadrant 1), then going to the top left (Quadrant 2), the bottom left (Quadrant 3), and finally the bottom right (Quadrant 4). One full rotation through all quadrants takes 2*pi radians, or about 6.28 radians. 2 full rotations would be about 12.56 radians. You asked about 12.47 radians, which is just less than 12.56. 12.47 radians would end in quadrant 4.
A quadrant is a section of a circle or shape that has been equally divided into those four sections.
A quarter of a circle.