The centre of a circle is (2a, 2-7). Find the values of a if the circle passes through the point (11,-9) and has diameter 10 [tex] \sqrt{2} [/tex] unit.
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Answer:
If the centre of a circle is (2a,a-7) ,then Find the value of a , if the circle passes through the point (11,-9) and has diameter 10√2 units . Hence , the required values of a are 5 and
If the centre of a circle is (2a,a-7) ,then Find the value of a , if the circle passes through the point (11,-9) and has diameter 10√2 units . Hence , the required values of a are 5 and 3
Answer:
If the centre of a circle is (2a,a-7) ,then Find the value of a , if the circle passes through the point (11,-9) and has diameter 10√2 units . Hence , the required values of a are 5 and
Answer:
If the centre of a circle is (2a,a-7) ,then Find the value of a , if the circle passes through the point (11,-9) and has diameter 10√2 units . Hence , the required values of a are 5 and 3
Step-by-step explanation: