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Re: Point O is the center of the circle above. [#permalink]
1
1
Quote:
The ratio of the length of minor arc AB to major arc AB

Step 1: Understand the question
Ratio of the arc is always equal to ratio of their respective central angle
Therefore, \(\frac{Minor arc }{ Major arc} = \frac{minor central angle }{ major(reflex) angle} = \frac{60 }{ 300} = \frac{1}{5}\)

Step 2: Comparing two quantities
\(\frac{1}{5 }with \frac{1}{6}\)

Hence, (A) is correct

Additionally, always remember
\(\frac{minor central angle }{ major angle} = \frac{Minor arc }{ Major arc} = \frac{Minor sector }{ Major sector}\)
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Re: Point O is the center of the circle above. [#permalink]
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