This is math, not art, just saying. Although, it kinda looks like abstract art at this point.
In problem 13, (10x-17) and (8x+1) are alternate exterior angles. They are both on the outside of the lines and on opposite sides. Alternate exterior angles are congruent which means they equal each other. So, you can set the two equations equal to each other, solve for x, the plug that value back in to the separate equations of each angle.
In this same problem, the bottom two angles form a 180 degree angle or straight line, so if you add both equations together they equal 180, and you can solve for y.
Answer: I can't even lie, that is facts. Explanation: No explanation as the previous statement was already correct
The texture in which all the voices move in the same rhythm is called as a homorhythm.
When utilized in simple hymn or chorale settings, homorhythm refers to a texture that has "similarity of rhythm in all parts" or "quite similar rhythm." A homophonic condition is homorhythm. The same rhythm is sung by all voices. As a result, a blocked chordal texture known as homophonic is produced.
Polyrhythm, on the other hand, is the concurrent employment of two or more rhythms that are not immediately understood to be related to one another or as straightforward representations of the same meter. A complete piece of music or a little segment of it may be built on the rhythmic layers.
To learn more about polymeter here: brainly.com/question/15076015
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