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The radius of a circle is 9 cms. Find the length of an arc of this circle which cuts off a chord of length equal to length of radius.
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@kc_kennylau
Draw it?
Actually that's what i have the problem with then i can solve it
Okay, I'll help you draw it step by step
Draw a circle first
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|dw:1397987708248:dw|
Draw an arc from the intersection point
|dw:1397987793196:dw|
Draw the chord formed, i.e. AB
|dw:1397987879265:dw|
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what is theta i mean the angle
Indicate the length of AB
i didn't get u
What's the length of AB?
not given
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Read the question again?
lol yes 9 cms
so can we apply cosine law here to find theta
No we don't need the cosine law
Write the 9cm in the drawing
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|dw:1397988168801:dw|
Notice anything special about the triangle formed?
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