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Harry Stevens
News and graphics at @ClimateLab, a project of @PostGraphics.
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Math
By
Harry Stevens
Edited
Sep 18, 2024
1 star
Math
Kaprekar's constant
Bayes’ Theorem
Discovering Pi With Monte Carlo
Paper Folding
Hyperbolic & Inverse Hyperbolic Functions
Quadratic Formula
Secant & Tangent Lines on a Power Function
Round
Heron's Formula
Completing The Square
Circles, Angles and Right Triangles
Sin, Cosine, and Tangent of an Angle
Factorial
Z Score Table
Binominal Probability Formula
Stats
Log Animation
Circular Segment with Chart of h-k Relationship
Visualizing vector addition
Factor Functions
Function iterator
Approaching Euler's Number
Sine Wave
Pythagorean Triples
Insert cell
Insert cell
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Insert cell
heads_flip
=
binompdf
(
1
,
// number of flips
0.5
,
// probability of heads
1
// number of heads
)
Insert cell
Insert cell
Insert cell
heads_n_in_a_row
=
binompdf
(
n
,
// number of flips
0.5
,
// probability of heads,
n
// number of heads
)
Insert cell
Insert cell
Plot
.
plot
(
{
height
:
300
,
marks
:
[
Plot
.
barY
(
d3
.
range
(
1
,
11
)
.
map
(
n
=>
(
{
n
,
p
:
binompdf
(
n
,
0.5
,
n
)
}
)
)
,
{
y
:
"p"
,
x
:
"n"
,
fill
:
"steelblue"
,
tip
:
true
}
)
]
}
)
Insert cell
Insert cell
Insert cell
binompdf
(
1
,
// number of years
0.01
,
// probability of flood in a given year
1
// number of floods
)
Insert cell
Insert cell
p_1_100_year_flood
=
binompdf
(
100
,
// number of years
0.01
,
// probability of flood in a given year
1
// number of floods
)
Insert cell
Insert cell
Insert cell
Insert cell
p_0_100_year_flood
=
binompdf
(
100
,
// number of years
0.01
,
// probability of flood in a given year
0
// number of floods
)
Insert cell
Insert cell
Insert cell
Plot
.
plot
(
{
height
:
300
,
marks
:
[
Plot
.
barY
(
d3
.
range
(
7
)
.
map
(
f
=>
(
{
f
,
p
:
binompdf
(
100
,
0.01
,
f
)
}
)
)
,
{
y
:
"p"
,
x
:
"f"
,
fill
:
"steelblue"
,
tip
:
true
}
)
]
}
)
Insert cell
binompdf
=
(
n
,
p
,
x
)
=>
{
return
combination
(
n
,
x
)
*
Math
.
pow
(
p
,
x
)
*
Math
.
pow
(
1
-
p
,
n
-
x
)
;
}
Insert cell
combination
=
(
n
,
r
)
=>
{
return
factorial
(
n
)
/
(
factorial
(
n
-
r
)
*
factorial
(
r
)
)
;
}
Insert cell
factorial
=
r
=>
{
let
o
=
1
;
const
a
=
Math
.
abs
(
r
)
,
s
=
r
===
0
?
1
:
Math
.
sign
(
r
)
;
if
(
a
>
1
)
{
o
=
a
;
let
i
=
a
-
1
;
while
(
i
>=
1
)
{
o
*=
i
--
;
}
}
return
o
*
s
;
}
Insert cell
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n
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heads_n_in_a_row
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p_1_100_year_flood
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p_0_100_year_flood
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binompdf
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combination
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factorial
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