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Old 10-15-2020, 10:21 AM   #1
KindMistress
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Pencil Penis Math Problems Dare

Hello, my darlings!

Here's a simple mathematical dare for all the penis owners amongst us.

Step 1: Measurements

First, we will need to know the length of your hard penis and its circumference. If you know them already, move on to step 2, if not, it's time to measure up! Round to the nearest millimeter.

Step 2: Math problems

For this step, we will assume your rock hard cock is a perfect cylinder

Using the length and circumference from step 1, I want you to calculate the following:

radius and area of the base
volume and surface area of the cylinder
how long your dick would be if it had half the radius, but the same volume.
the circumference of your schlong if it was 50cm long, but kept the same proportions it has now.


These are all simple problems that each of us covered in school, so I have no doubt you will solve them easily. If not, feel free to Google the necessary formulas. And please, do not just post the results, either, I want you to show your work. Being a European lady, I want you to use the metric units in your calculations, but since we're all from all over the place, please convert the final result to imperial, too.

There won't be any rewards for correct solutions (knowledge is its own reward, after all), but there might be punishments for mistakes.

Oh, and one more thing: I want you to keep yourself hard the whole time while you're solving the problems.


Hope to see your solutions soon, darlings!
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Last edited by KindMistress; 10-15-2020 at 10:23 AM.
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Old 10-15-2020, 11:09 AM   #2
trans_slave_mel
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OK, i'm 89mm long (3.5 inches) and 120mm circumference (4.7 inches)
radius equals 19mm and area of the base equals 1134mm or 11.34cm
volume equals 102cm and surface area of the cylinder equals 130cm

how long your dick would be if it had half the radius, but the same volume. it would be 35.9cm
the circumference of your schlong if it was 50cm long, but kept the same proportions it has now. Would it not be the same at 120mm or 4.7inches?
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Old 10-16-2020, 11:00 AM   #3
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Hello I am : 148 mm long (h) [5.82 inches] and circonference : 114 mm [4.488]
Radius = 18.144 mm [0.72] A=1034.227 mm^2 [40.73]

V=153065.596 mm^3 [6026.20] Asup=Ab+Al=1034.227+16872.311=18940.765mm^2 [745.69]

h2=592 mm [23.30]

if h3=500mm (50cm) --- circonf=385.135 mm [15.16]
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Old 10-16-2020, 11:01 AM   #4
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Hello I am : 148 mm long (h) [5.82 inches] and circonference : 114 mm [4.488]
Radius = 18.144 mm [0.72] A=1034.227 mm^2 [40.73]

V=153065.596 mm^3 [6026.20] Asup=Ab+Al=1034.227+16872.311=18940.765mm^2 [745.69]

h2=592 mm [23.30]

if h3=500mm (50cm) --- circonf=385.135 mm [15.16]
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Old 10-18-2020, 12:03 PM   #5
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@trans_slave_mel I'll give you a chance to look at your solutions again.

@frankmarano smart boy!
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Old 10-18-2020, 03:57 PM   #6
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Thank you mistress easy task lol
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Old 10-19-2020, 03:35 AM   #7
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length is 15.4cm (6.06inch), circumference is 15.2cm (5.98 inch)
radius: 15.2cm/(2*Pi) = 2.26 cm (0.89 inch)
Base: (2.26cm)^2 * Pi = 16.04 cm^2 (6.31 inch^2)
Volume: 16.04 cm^2 * 15.4 cm = 247.11cm^3 (97.29 inch^3)
Surface Area: 15.2cm * 15.4cm + 2* 16.04 cm^2 = 266.16 cm^2 (104.79 inch^2)

half radius length: 247.11cm^3/((1.13cm)^2 * Pi) = 61.6 cm (24.25 inch)
50cm long circumference :
new radius: 50 : x = 15.4 : 2.26 => x= 50*2.26/15.4 => x=7.34 cm
new circumference : 2* 7.34 cm* Pi = 46.1cm (18.15 inch)
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Last edited by beof95; 10-20-2020 at 08:51 AM. Reason: Mistake
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Old 10-19-2020, 04:43 AM   #8
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length is 14.6cm (5.75inch), circumference is 13.97cm (5.5 inch)
radius: 13.97cm/(2*Pi) = 2.22 cm
Base: (2.22cm)^2 * Pi = 15.53 cm^2
Volume: 15.53cm * 14.6 cm = 226.73cm^3
Surface Area: 13.97cm * 14.6cm = 203.96 cm^2

half radius length: 226.73cm^3/((1.11cm)^2 * Pi) = 58.57 cm
50cm long circumference :
new radius @ 50cm length : sqrrt(226.73cm^3/(Pi * 50cm) = 1.20 cm
new circumference : 1.20 cm* 2*Pi = 7.55cm
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Old 10-20-2020, 05:31 AM   #9
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Quote:
Originally Posted by beof95 View Post
length is 15.4cm (6.06inch), circumference is 15.2cm (5.98 inch)
radius: 15.2cm/(2*Pi) = 2.26 cm
Base: (2.26cm)^2 * Pi = 16.04 cm^2
Volume: 16.04 cm^2 * 15.4 cm = 247.11cm^3
Surface Area: 15.2cm * 15.4cm = 234.08 cm^2

half radius length: 247.11cm^3/((1.13cm)^2 * Pi) = 61.6 cm
50cm long circumference :
new radius: 50 : x = 15.4 : 2.26 => x= 50*2.26/15.4 => x=7.34 cm
new circumference : 2* 7.34 cm* Pi = 46.1cm
You included all the formulas and formatted it in a really well readable way, I
appreciate that so much I will overlook the fact you forgot to convert to imperial

What I will not overlook is one of the formulas being wrong, but I'm sure you can correct your mistake
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Old 10-20-2020, 05:32 AM   #10
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Quote:
Originally Posted by Cueball9802 View Post
length is 14.6cm (5.75inch), circumference is 13.97cm (5.5 inch)
radius: 13.97cm/(2*Pi) = 2.22 cm
Base: (2.22cm)^2 * Pi = 15.53 cm^2
Volume: 15.53cm * 14.6 cm = 226.73cm^3
Surface Area: 13.97cm * 14.6cm = 203.96 cm^2

half radius length: 226.73cm^3/((1.11cm)^2 * Pi) = 58.57 cm
50cm long circumference :
new radius @ 50cm length : sqrrt(226.73cm^3/(Pi * 50cm) = 1.20 cm
new circumference : 1.20 cm* 2*Pi = 7.55cm
Copying someone else's work isn't very nice, is it? One might even call it plagiarism.
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Old 10-20-2020, 08:52 AM   #11
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Quote:
Originally Posted by KindMistress View Post
You included all the formulas and formatted it in a really well readable way, I
appreciate that so much I will overlook the fact you forgot to convert to imperial

What I will not overlook is one of the formulas being wrong, but I'm sure you can correct your mistake
I am so sorry for making a mistake, I hope I have fixed it now
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Old 10-20-2020, 09:21 AM   #12
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Quote:
Originally Posted by beof95 View Post
I am so sorry for making a mistake, I hope I have fixed it now
Such a smart boy! Good job!
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Old 10-20-2020, 02:21 PM   #13
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Quote:
Originally Posted by KindMistress View Post
Such a smart boy! Good job!
Is it wierd that I kind of feel proud now from the compliment...
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Old 10-23-2020, 11:23 AM   #14
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Quote:
Originally Posted by beof95 View Post
Is it wierd that I kind of feel proud now from the compliment...
Not weird at all being smart is something to feel proud about
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Old 10-23-2020, 12:47 PM   #15
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Hi Mistress!
Length l = 15.4 cm, circumference c = 14.1 cm
Radius r = 14.1/(2*pi) ≈ 2.24 cm

For simplicity sake we will let r = 2.24

Base area = pi*r^2≈ 15.76 cm^2
Volume = pi*r^2 * l ≈ 242.75 cm^3
Surface area = 2 * pi * r + 2*pi*r^2 ≈ 248.27 cm^2

If r' = r/2
242.75 = pi*r'*l
l = pi * l * (2.24/2)^2 ≈ 61.59 cm

If l = 50, assuming same proportions of length to circumference
l' / l = c'/c
c' = l' * c / l
c' = 45.78 cm
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