Question

find the equation of circle which touches both the axes at a distance of 6 units from the origin​

Answer 1

Answer:

(i) R.E.F image

Center : (6,6)

radius = 6 units

∴Eq

n

(x−6)

2

+(y−6)

2

=36.

(ii) R.E.F image

Center : (5,6)

radius : 6 units

Eq

n

:(x−5)

2

+(y−6)

2

=36.

(iii) R.E.F image

x=

17

2

−15

2

=8

Center : (-8,-15)

radius : 17

Eq

n

:(x+8)

2

+(y+15)

2

=17

2

} same equation for (iv).

Step-by-step explanation:

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Answer 2

(i) R.E.F image 

Center : (6,6)

radius = 6 units

∴Eqn(x−6)2+(y−6)2=36.