The rates 28 points in 3 games and 112 points in 12 games form a proportion, while the rates 32 notes in 4 measures and 12 notes in 2 measures do not form a proportion.
To determine whether the given rates form a proportion, we need to check if the ratios are equivalent. a) We'll start with 28 points in 3 games vs 112 points in 12 games. The ratio 28/3 equals approximately 9.33, and the ratio 112/12 also equals approximately 9.33. Since these ratios are equal, these rates do form a proportion. b) Moving to 32 notes in 4 measures vs 12 notes in 2 measures. The ratio 32/4 equals 8, and the ratio 12/2 equals 6. Since these ratios are not equal, these rates do not form a proportion.
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Answer:
False
True
Step-by-step explanation:
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Answer:
0.27
Step-by-step explanation:
1/3=0.3
1/10=0.1
3/11=0.27
Answer:
at point B
Step-by-step explanation:
You want the location of point C if rotating segment BC about point C results in segment BC.
The center of rotation is invariant. This means C' = C.
If B'C' = BC, then point B is also invariant, which means it must be located at the center of rotation.
C = B
Points B and C are at the same location.
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Point C would be located at the midpoint of segment BC.
If segment BC is rotated 90 degrees clockwise around point C, the resulting segment will be the same as BC. In this case, point C would be the midpoint of segment BC.
By rotating the segment around its midpoint, you effectively bring the original BC segment back to its original position, resulting in an overlap.
So, point C would be located at the midpoint of segment BC.
Learn more about segment at brainly.com/question/30996802
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