/sci/ - Science & Math

[Anonymous No.8420005]

>find the probability of getting a head

[Anonymous No.8420017]

50/50, either it happens or it doesn't

[Anonymous No.8420114]

>>8420017

theres also a chance the coin lands on its side

[Anonymous No.8420116]

>>8420114
only on a set of measure zero

[Anonymous No.8420118]

>>8420005
For you? 0

[Anonymous No.8420124]

>>8420005
0% for blacks

[Anonymous No.8420125]

If you work in a mortuary or maybe have a job as an EMT than I would say your odds are higher than 50/50 to get a head. But if you work in a daycare or if you are a receptionist for a Fortune 500 corporation then I would say your odds are slightly less than 50/50 to get a head.

>not a statistician

[Anonymous No.8420126]

>find the determinant of a 1x1 matrices

[Anonymous No.8420128]

Given the expression x^2 + 1

represent the expression in "f(x) = ..."

[Anonymous No.8420197]

>>8420126
the determinant of a matrix [a] is a

[Anonymous No.8420199]

>>8420128
define x
define ^
define 2
define +
define 1
define f(x)
define =
define ...
define "

then I'll answer your question

[Anonymous No.8420458]

>>8420199

Given that the function f(x) is equal to the expression given by x^2 + 1

find the function f(x), rewrite it down below by using blue crayon for f(x) and red crayon for the rest.

[Anonymous No.8420461]

>>8420197

>find the eigenvalue of a 1x1 matrix and the corresponding eigenvector

[Anonymous No.8420764]

>find the probability of getting head

[Anonymous No.8421013]

>>8420764
0% unless you mean by one of the many trannies that seem to be everywhere in STEM