Ask your own question, for FREE!
Mathematics 13 Online
Astrid1:

I need help with this. SS Below:

Constipated:

i can help

Astrid1:

nvm, I can't get it to load up.

Constipated:

its i dont know :(

goonrz:

just type it out

goonrz:

in replies?

Astrid1:

I couldn't get it to load up but I got the link, nyways, I dk how to do that.

YeetesMeates:

how can i help u

Astrid1:

^^ Theres a link above to what I need help with, I couldn't upload this since i am on a virtual browser. But I need help with that.

XioGonz:

1 attachment
Astrid1:

Danget, Well I will w ait until 3 to asl for help then.

char252:

are you able to type it out? and what subject and grade?

Astrid1:

jimthompson5910:

Let's focus on row 1. If the radius is 3, then what is the diameter?

Astrid1:

Like I said, Idek how to do any of this, so if you have any further explanation's that would help.

jimthompson5910:

Hint: |dw:1613165877693:dw|

jimthompson5910:

That drawing shows that the radius is half the diameter Put another way, the diameter is double the radius If the radius is 3, then diameter = 2*(radius) = 2*3 = 6

jimthompson5910:

Once we know the radius, we use this formula \(\large A = \pi*r^2\) to find the area of a circle with radius r For example, let's say the radius was r = 10 \(\large A = \pi*r^2\) \(\large A = \pi*10^2\) \(\large A = \pi*100\) \(\large A = 100\pi\) That's the area in terms of pi. This is just an example and not the answer. Use these steps to determine the area of the circle when r = 6

Astrid1:

Ight, well thanks.😊 Without your help, I probably wouldn't know how to do this.😰

jimthompson5910:

Let me know what you get for the area

Astrid1:

Okay...

Astrid1:

I might answer tomorrow, Depending on when I get my SS homework done.

jimthompson5910:

Alright whatever works best

Can't find your answer? Make a FREE account and ask your own questions, OR help others and earn volunteer hours!

Join our real-time social learning platform and learn together with your friends!
Can't find your answer? Make a FREE account and ask your own questions, OR help others and earn volunteer hours!

Join our real-time social learning platform and learn together with your friends!