I am having difficulty posting shape with my other account thus I created this as a supplement fellow friends of shape.
Solve

Anyone?

Any one?

Don't restrictions you trial to prime numbers, think outside the box you will get the key to this shape

Should I bring solution?

I have been busy. Post your answer.

Cc. Mrshape

Martinez39:
I have been busy. Post your answer.

Cc. Mrshape

Martinez39:
Post them. I have tried to no avail.

Let the anglees subtended at the center of each sector

by the perpendicular line draw from the circle centre

@1,@2,@3,@4,@5,@6

@1+@2+@3+@4+@5+@6=180

Sin^-1(1/R) +sin^-1(1.5/R)+sin^-1(2.5/R)+sin^-1 (3.5/R)

+sin^-1 (5.5/R)+sin^-1 (6.5/R)=180

The substitute values into R to check which is the

closest to 180° note you should start from values grater

than 6.5 because height of the longest chord

h=√(R^2-6.5^2)

Note walfrom aphal can't even compute that and get

numerical values, so only substitution works or graph it

Thus R =7.4233units.
Look forward to my next shape, I remain Mr shape your shape lover,

Mrshape:

OK let me wait a bit so that you can give it a try when you are less busy

Post them. I have tried to no avail.

.

Mrshape:
Should I bring solution?

Wait let me try...

Okay

Ok

No b "r" dey near "iskotu" so

Solved=7

Simple sheet

I only no shape of moni

If u don't know it hide your face

na dull brain dem full here

R = 9

am here to read comments

I'll be right back with the answers

Simple



Let's see using the sin rule

R divided by the angle opposite to the prime number chord

This relation holds for all the prime numbers chords...

The sum of the opposite angles equals 360

While the sum of interior angles equals n-2 by 180

Solve for the rest..

9

9 ....it so easy

Will the solution increase my acct balance?

Let me try

r = 8.5 Prime = 17

R=13

9 nah

simple stuv bru

R = 17