Izzie wrote. “SHOCKING!!!!
Oh hunni..... you haven't got your glasses on a??????”
When I first read that; it fell on deaf ears! However, under hypnoses, it became clear I’m losing my mind…..And now a word from our sponsor:
They're coming to take me away,
Haha, they're coming to take me away,
Ho ho, hee hee, ha ha,
To the funny farm
Where Life is Beautiful all the time
And I'll be happy to see
Those Nice Young Men
In their Clean White Coats
And they're coming to take me AWAY,
HA HAAAAA…
Because Lzzie previously wrote, “
prior information is a cinch”
Cch = cinch
Perfuse apologies for my inadvertent word omission malfunctionism.
Mark:
I'm still recovering...
Get well soon dude!
ANNULUS
Assuming that it's 10cm to each edge, the areas is 100*pi.
We have what the Mexicans call a ‘Gringo’ stand off; this is how I see it…
The area of an annulus can be obtained by multiplying pi by the square of half of the length of the longest interval that can lie completely inside the annulus.
This can be proven by the Pythagorean theorem; the length of the longest interval that can lie completely inside the annulus will be tangent to the smaller circle. Given the above formula for area, half of the length of the interval will actually form a right angle, along with radius r, to form diagonal R.
Surprisingly it is unnecessary to know the radius of either circle to determine the area of the annulus. Consider the following, where R is the radius of the large circle and r is the area of the small circle.
If we draw a triangle starting from the top edge down to the centre of the circle (R)
The other side from the top to the inside edge (r)
Lastly, join the ends (d)
As a tangent meets a radius at right angles, the triangle is right angled, so R^2 = r^2 + d^2.
Therefore pi R^2 = Pi r^2 + Pi d^2
So the area of the annulus, Pi R^2 _ Pi r^2 = Pi d^2 = 25Pi. (78.5398163)
Or is it?
Opinions, options and onions to the usual address…
Jove my little treasure how is it in your world? Do you still see the ranch animals?
Iuppiter Optimus Maximus (Jupiter Best, Greatest); as the patron deity of the Roman state, In Latin mythology Jupiter is the father of Mars.
Jupiter, originating in a vocative compound derived from archaic Latin Iovis and pater (Latin for father), was also used as the nominative case
Jove.
Do you look like Thetis?
"Jupiter et Thétis" by Jean Ingres, 1811
Interestingly the year 1811 started on a Tuesday…
She would never say where she came from
Yesterday dont matter if its gone
While the sun is bright
Or in the darkest night
No one knows
She comes and goes
Goodbye, ruby tuesday
Who could hang a name on you?
When you change with every new day
Still Im gonna miss you...
Dont question why she needs to be so free
Shell tell you its the only way to be
She just cant be chained
To a life where nothings gained
And nothings lost
At such a cost
Theres no time to lose, I heard her say
Catch your dreams before they slip away
Dying all the time
Lose your dreams
And you will lose your mind.
Aint life unkind?
Goodbye, ruby tuesday
Who could hang a name on you?
When you change with every new day
Still Im gonna miss you...
nedrs
bpall
emcas