Question
Figure I and Figure II are similar quadrilaterals.
Which proportion must be true?
a 10/ 5 = 1/b
b 10/5 = b/11
c 8.5/5 = b/8.5
d 10/b = 11/5
Which proportion must be true?
a 10/ 5 = 1/b
b 10/5 = b/11
c 8.5/5 = b/8.5
d 10/b = 11/5
Answers
GPT 3.5
The correct answer is d) 10/b = 11/5.
In similar figures, corresponding sides are proportional. Therefore, the ratio of corresponding sides in Figure I to Figure II should be the same.
In this case, the given sides are 10 and b in Figure I, and 5 and 11 in Figure II.
Therefore, the proportion is 10/b = 11/5.
In similar figures, corresponding sides are proportional. Therefore, the ratio of corresponding sides in Figure I to Figure II should be the same.
In this case, the given sides are 10 and b in Figure I, and 5 and 11 in Figure II.
Therefore, the proportion is 10/b = 11/5.