SOLUTION: Two parallel chord lies on opposite sides of the centre of a circle of diameter 24cm.the length of the chords are 5cm and 6cm. Calculate the distance between the two chords?
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Question 776923: Two parallel chord lies on opposite sides of the centre of a circle of diameter 24cm.the length of the chords are 5cm and 6cm. Calculate the distance between the two chords?
Answer by josgarithmetic(39617) (Show Source): You can put this solution on YOUR website!
One way to handle this is lay the circle onto a cartesian system, centered at the origin, radius of the circle 12 cm. Examine the two chords separately.
The two lengths for x to examine for y are HALF of 5 cm, and HALF of 6 cm. Evaluate for each, separately, and then SUM the two results for y. This result is the distance between the two chords.
This picture shows x=2.5, corresponding to a chord length of 5 cm. The equation for the circle is shown in the symbolic description already described. The value for y is the distance of the chord from the diameter. The diameter here is shown as the horizontal axis from -12 to +12. The distance is computed as .
'
A similar picture and process is done for the 6 cm. chord.
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