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The diameter of a circle is 25 cm and a chord of the same circle is 16 cm. To the nearest tenth, what is the distance from the midpoint of the chord to the center of the circle? A) 9.0 cm b) 9.6 cm c) 18.0 cm d )19.2 cm
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Draw any circle |dw:1468889513425:dw|
the diameter is 25 cm |dw:1468889531407:dw|
the radius is 25/2 = 12.5 cm |dw:1468889552351:dw|
we have a chord that is 16 cm long |dw:1468889584016:dw|
cut this in half to get 16/2 = 8 cm |dw:1468889615742:dw| the goal is to find the value of x
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we have this right triangle |dw:1468889655338:dw| use the pythagorean theorem to solve for x
b)9.60
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