If angle ABC is 47 degrees, what is the measure of angle CBD? How do you know?
I don't know.
How could I, since I don't even know what kind of figure you have,
or where these angles come from .
Find the measurement of A, B, and C
It's like a \ | X sign. right C Left A Down B
\ /
\ 47° / A
C \
/ B \
/ \
To find the measure of angle CBD, we need to gather some information.
First, we need to understand the context. Angle ABC and angle CBD are usually part of a geometric figure, such as a triangle or quadrilateral. Can you provide information about the specific geometric figure or any other known angles?
Alternatively, if we assume that angle ABC and angle CBD are part of a straight line, we can use some properties of straight angles to find the measure of angle CBD.
A straight angle measures 180 degrees. So, if angle ABC and angle CBD are part of a straight line, we have:
angle ABC + angle CBD = 180 degrees
Since we know that angle ABC is 47 degrees:
47 + angle CBD = 180
To find the measure of angle CBD, subtract 47 from both sides:
angle CBD = 180 - 47
Simplifying the equation:
angle CBD = 133 degrees
Therefore, the measure of angle CBD is 133 degrees.