In rectangle $ABCD$, we have $AD = 3$ and $AB = 4$. Let $M$ be the midpoint of $\overline{AB}$, and let $X$ be the point such that $MD = MX$, $\angle MDX = 77^\circ$, and $A$ and $X$ lie on opposite sides of $\overline{DM}$. Find $\angle XCD$, in degrees.
Help on this too
In the diagram, $\angle A = 30^\circ$, $\overarc{DE} = 170^\circ$, and $\overarc{BC} = 110^\circ$. Find the measure of arc $CE$, in degrees.
3 answers
It's urgent plz help
I cannot decipher your text on my Mac
- instead of creating the symbols, state them in words
e.g 56 degrees for 56°
in your second question, where is X ?
Is it on some line?
- instead of creating the symbols, state them in words
e.g 56 degrees for 56°
in your second question, where is X ?
Is it on some line?