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мужской род
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1. that,
m
times 1 plus p over p, because the limit as n
2. And we know that we can apply p of
m
for S, right?
3. And then A transpose would be n by
m
4. and so that's going to be worth
m
over 1 plus p today.
5. If we look at this for each
m
greater than or equal to 1,
6. matrix is not invertible.
M
is not invertible exactly
7. Well, then all I'm going to do is take
m
and just add it to
8. dollars is 450
m
and
M
thank you a
9. Now, what we really care about is what's $1, or
m
dollars,
10. of
m
over 1 plus p to the i.
11. multiply A by
M
, then I get identity.
12. I'm taking
m
observations.
13. PROFESSOR: Log of
M
. So the jobs get filled in log of
M
years.
14. skyrim weapon it is the blade of sacrifice it is a unique
M
&E dagger that
15. S that consists of the first
m
selected edges,
16. of n plus 1 times
m
.
17. We want to call that guy N. And we want to test
M
sub y
18. do the line integral it becomes
M
dx N dy.
19. an n-year $
m
-dollar payment annuity,
20. But you can solve it exactly now by just plugging in whatever
M
21. adds in
m
dollars more of profit.
22. [
M
] Something's loose in my pizzeria??
23. So the base case is
m
equals 0.
24. So when are all
M
jobs filled by this process?
25. and since it's being paid now, that's worth
m
dollars.
26. [
M
] What!? [Soft, peppy music and sound effects]
27. So the first year, the company generates
m
dollars,
28.
M
- We live in a golden age of convenience enabled by technology.
29. [ominous ambience] [
M
] Uh-oh, why?
30. punch out here and gone a gun=
m
with a
31. Here's our base case again. n is equal to 0 or
m
is equal to
32. That's worth
m
over 1 plus p squared,
33.
M
minus the tiny thing.
34. the next year is three
m
dollars.
35. when we got a Fibonacci number that's bigger than
M
.
36. let's call this guy N. If you look at partial
M
,
37. So the value of the annuity is
m
times 1 minus x to the n
38. So the first year it pays n dollars, the next year 2
m
,
39. So the value for
m
is $50,000, and at 6% V is only $883,000.
40. are essentially
m
and may, as a rule,
41. i"
m
going to start the game guys
42. And so, for example, if we made
m
be $50,000,
43. So we'll use induction on
m
.
44. and it works by paying
m
dollars at the start of each year,
45. e-s-c-r-i-
m
-a
46. Now we have a third thing which is N sub x equals
M
sub y at
47. And the next payment is
m
dollars in two years.
48. So let S consist, for example, of the first
m
edges.
49. is bigger than or equal to
M
?
50. is a matrix
M
, with the property that if I
51.
M
- This will also keep a list of Bens web browsing history.
52. AUDIENCE: --where S right now is
m
over 1 plus p--
53. Here's our base case again. n is equal to 0 or
m
is equal to
54. And let S be the first
m
selected edges.
55. equals 1 to
m
of the log of the individual ratio.
56. AUDIENCE: Log of
M
?
57. Real popular example is about if the percent... like for
M
&M's come in different colors of
58. red, blue, brown, whatever.. green. They supposedly create those
M
&M's in a particular distribution.
59. And, if I multiply
M
by A, I also get identity.
60. [
M
]Ohh, wait, he moved......Wait.....He moved! [T] Begin audio prompt in three.. two... one...
61. sub x -
M
sub y. It is just replicating the
62. [
M
] 'Kay.
63. Your question is if I have the property
M
sub y equals N sub x
64. [
M
] Ooookay alriiiight alright alri- [Mechanical laugh]
65. over
m
, which is the mass.
66. I'm going to take negative
m
and add the recursive result
67. So when are all
M
jobs filled by this process?
68. The stronger I got, the lesser my hair were, And now I,
m
a baldy, and stronger as well.
69. we get
m
1 plus p over p squared.
70. We know f sub xy equals f sub yx, and that means
M
sub y
71. Yeah, I know I"
m
still in my Scorpion outfit but you'll just have to pretend that I'm Kano
72. Every year the company grows its bottom line by
m
dollars.
73. Let S denote the first
m
selected edges.
74. And so that's going to be worth
m
over 1 plus p
75. To see when all the jobs are filled, all
M
jobs,
76. So
m
equals 0 implies that S is equal to the empty set.
77. And peanut
M
&Ms.
78. let's say
M
and N compliments, is a gradient field.
79. and they "wa", go like a "w". So... And the "mail",
m
-a-i-l,
80.
M
- Can you be said to be practicing journalism in a
81. or n by n or
m
by n array of special numbers.
82. Instead of $1 each year, it's
m
so there's an
m
out front.
83. the next year it generates two
m
dollars in profit,
84. But what he doesn't say is that the release date is totally unthinkable and the super suit is
m
85. So let E denote the edge that I added in the
m
plus 1 step.
86. So the total number of jobs is
M
, and that's a fixed value.
87. then the transformation
M
, actually I undo the
88. [Ominous background ambience begins] [
M
] Ooh.
89. We assume that P of
m
holds.
90. then the value of this annuity is just
m
times 1
91.
M
equals 10,000 into this expression,
92. Let's try to think about it. We want to call this guy
M
.
93. [
M
] Oooh- Something is loose in my pizzeria!?
94. Let's see. What if I take
M
sub y?
95. for the n when f of n is bigger and equal to
M
,
96. [
M
] Okay... [Narr.] There's a big party here Saturday.
97. Dewey
M
Johnson Bridge, Chattahoochee, Florida
98. the next year 3
m
, the next year 4
m
,
99. and we get
m
1 minus 1 over 1 plus p
100. because A could be
m
by n.
101. negative y and x then this curl is going to be N sub x minus
M
102. -
M
-hmm. - and transistor and resisters.
103. The next payment is
m
dollars in one year,
104. particles, and
m
, of course, is equal to the
105. [
M
] Wha...
106. when the determinant of
M
is zero.
107.
m
to result n times.
108. C; 2 0 - 1; 1 1 0|. And let's call that
M
.
109. All's we've got to plug in is
m
, the payment every year,
110. For what value of n is f of n bigger than
M
?
111. in terms of theta of something to do with some function of
M
?
112. fails our test. Well, let's call this
M
and
113.
M
- Ya so the ambient recording is kind of the invisible
114.
m
dollars at the beginning of each year for n years, what
115. We assume that P of
m
holds.
116. The
M
in MIT would stand for Maui, instead of
117. and we have this particular variable
m
.
118. word with stress on the first syllable. DA-da, monkey. It begins with the
M
consonant sound,
119. Dewey
M
Johnson Bridge Doctor Chattahoochee, FL 32324
120. And so that's going to be worth
m
over 1 plus p
121. So let's reread this statement where
m
is equal to 0.
122. And let S be the first
m
selected edges.
123. It's the n-th payment, so it's
m
dollars in n minus 1 years.
124. This equals-- we'll pull the
m
out in front--
125. [/i] and the slash
m
[/
m
] as in Mike switch.
126. Let's just admit it. The matrix
M
will be denoted by
127. there's
M
faculty lines.
128. And I"
m
going to start with my New England Patriots example.
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