The center of the circle is $$(3,2)$$ and it passes through $$(7,6)$$. What is the radius of the circle? ![](http://admin.getprephub.com/media/editor/cns6_20230216185919970375.png)

Given that , the center is $$(3,2)$$ and it passes through $$(7,6)$$. Radius of the circle $$=\sqrt{(7-3)^{2}+(6-2)^{2}}$$ $$ =\sqrt{4^{2}+4^{2}} $$ $$ =\sqrt{16+16} $$ $$ =\sqrt{32} \text { units }$$

Prephub

Free Sample Paper! Boost your grades with additional practice papers.

Question

Difficulty Level:

Easy

MCQ

The center of the circle is $(3,2)$ and it passes through $(7,6)$ . What is the radius of the circle?

Select all that apply :

$\sqrt{32}$

$32$

$16$

$\sqrt{8}$

0 Claps

－ Create Free Account

Create a free account to view solution to this Question

By signing up, you accept PrepHub’sterms of serviceand dataprivacy policy.

－ Create Free Account

Create a free account to view solution to this Question

By signing up, you accept PrepHub’sterms of serviceand dataprivacy policy.