Graph rhombus STUV with S(-6, 2), T(2, 8), U(10, 2), V(2, -4) and its image after a dilation of 1/2. What are the coordinates of
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The complete question in the attached figure
we have that
250°----------> belong to the third quadrant
if 2pi radians-------------> 360°
X-------------------------> 250°
X=250*2pi/360------------> 1.39 pi radians
then
<span>the radian measure of the central angle is 1.39pi
</span>
hence
the answer is
the option C) pi to 1.39pi radians
we have that
250°----------> belong to the third quadrant
if 2pi radians-------------> 360°
X-------------------------> 250°
X=250*2pi/360------------> 1.39 pi radians
then
<span>the radian measure of the central angle is 1.39pi
</span>
hence
the answer is
the option C) pi to 1.39pi radians
Let the smaller of the two numbers be x. Therefore the larger number is 1 bigger, x+1.
We can solve this equation for x, which will be one of our two numbers.
Now that we've found x, we can find x + 1. In this case,
.
Therefore, the two numbers are 29 and 30.
We can solve this equation for x, which will be one of our two numbers.
Now that we've found x, we can find x + 1. In this case,
Therefore, the two numbers are 29 and 30.