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Chapter 10: Q 5 TB (page 788)

To find the equation of circle in 鈩�2having center at (3, 6) and is tangent to x axis.

Short Answer

Expert verified

The required equation is(x-3)2+(y-6)2=9

Step by step solution

01

Given information

The circle is in 鈩�2, center at (3, 6) and is tangent to y axis.

02

Finding the equation

The circle is tangent to y axis so radius will be x coordinate of center.

The required equation is:

(x-3)2+(y-6)2=9

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Most popular questions from this chapter

Prove the first part of Theorem 1.31(a): If k>0, then limx鈫�鈭�xk=鈭�. (Hint: Given M>0, choose N=M1/k. Then show that for x>N it must follow that xk>M.)

Give precise mathematical definitions or descriptions of each of the concepts that follow. Then illustrate the definition with a graph or algebraic example, if possible.

the formal未-M,N-鈭�,, and 狈鈥揗 definitions of the limit statements limx鈫�cf(x)=鈭�,limx鈫�鈭�f(x)=L,andlimx鈫�鈭�f(x)=鈭�, respectively

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