Math, asked by Kannah, 11 months ago

How many number of equal radii can be drawn in a circle

I think we can draw infinitely many radii and diameter as there are infinitely many points on the circumference of the circle. What do you think??

Answers

Answered by mkbxr98
1

Answer:

Two circles of equal radii are drawn, without any overlap, in a semicircle of diameter 4 cm.

Answered by Anonymous
3

Step-by-step explanation:

↙️↘️◆↙️↘️◆↙️↘️◆↙️↘️◆↙️↙️◆↘️↙️

\huge{\underline{\mathscr{\purple{Hey,mate..!}}}}

\huge{\red{\mathfrak{Answer}}}

<a><b><i><body bgcolor="yellow">  

❤️_________✍️_________❤️

✳️❇️✳️❇️✳️❇️✳️❇️✳️

With all due respect to an infinite number of ‘diameters” for a circle would make it a dot — a bit like filling in a bubble test sheet. So, one can only draw one diameter. Moving the diameter line around the circle will just make you dizzy. Drawing a second diameter line on

the same circle makes that second line the, uh,

diameter. So, you can only draw one diameter per circle since that circle only has one diameter.

【◆】●【◆】●【◆】●【◆】●【◆】●【◆】

&lt;marquee r]</p><p>‌[tex]\large{\red{\boxed{\mathbb{Hope\: It\: Helps}}}}

❤️

✨✨

✳️✳️✳️

✔️✔️✔️✔️

➖➖➖➖➖

❤️silentmunda ❤️

Similar questions