Posts Tagged With: mathematics

Misheard Lyrics of the Beach Boys – 2

I used to believe in a lot of things. Then one by one,  I discovered that these beliefs to be false. In their place was . . . nothing, leaving me with an ever blander and more banal existence. The first tenet to fall to reality’s ugly axe was the Easter Bunny. Belief in Santa Claus vanished soon after. That was a tough time. I had to have another glass of milk, neat, to swallow that disappointment. These were childhood traumas. Adolescent beliefs soon fell like dominoes.

Only one cherish belief remained to this day. Now it too has tumbled. Is nothing sacred?

I honestly believed the Beach Boys incorporated mathematics into their work.

Anyway, I held to my heart with the desperate fervor of a near-drowning man holding onto a log that the Beach Boys sang “coastline craze” instead of “cosine craze” in the brilliant song “Catch a wave.” Doesn’t it change the meaning of the song just a bit? You bet. I am bereft of joy. My life no longer has meaning.

Anyway, the real lyrics are:

“And baby, that’s all there is to the coastline craze
“You gotta catch a wave and your sittin’ on top of the world”

And what I heard all these years:

Misheard Lyrics #8

 

Where, of course B stands for Beach Boys and c stands for cosine craze.

­

– Paul De Lancey, The Comic Chef, Ph.D.

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

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The Existential Threat That is Mathematics

Mathematics starts easier, gets evers harder, and turns deadly at the end. (You can skip the middle parts, but it’s worth a rapid scan to see the general trend)

 

SIMPLE ARITHMETIC

2 + 2 = 4

Still alive

 

 

 

 

 

 

DIFFICULT ARITHMETIC

3,513, 692 / 1372 = 2,561

EASY ALGEBRA (We transition from just numbers to numbers and letters from the alphabet)

a * (b+c) = a * b + a*c.   Example, 3*(4+5) = 3*4 +3*5 = 12 +15 = 27

 

(YOU MAY WISH TO SKIP TO THE HEADING “DEATH OR EXISTENTIAL MATHEMATICS”)

 

DIFFICULT ALGEBRA (This might be mind numbing)

ax^2 + bx + c = d, where x^2 means x is squared

Example: x^2 + 5x +6 = 0

by the quadratic equation: x = -b +/- (b^2 – 4ac)^2 / 2a

so x = (- 5 +/-(5^2 – 4*1*6)^.5 ) / 2*1 = -(5 =/- (25-4*1*6)^.5) / (2*1 = -5 +- (25-24)^.5) / 2 =( -5 +/- (1)^.5) )/ 2

=( -5 +/-(1)^2) / 2  = (-5 +/- 1) / 2 = (-5+1)/2 AND (-5-1)/ 2 OR X = -2 and X = – 3

EASY CALCULUS (We transition from just numbers and letters from the alphabet by adding letters from the Greek alphabet)

∂(3x^2 + 4x + c) = 2*3*x + 4 + 0 = 6x+ 4

DIFFICULT CALCULUS (Years ago, I could do the following, but no longer.)

A second-order differential equation is linear if it can be written in the form

a2(x)y”+a)1(x)y’+a0(x)y=r(x),(17.1.1)
where a2(x),a1(x),a0(x),
and r(x)
are real-valued functions and a2(x)
is not identically zero. If r(x)=0
—in other words, if r(x)=0
for every value of x
—the equation is said to be a homogeneous linear equation. If r(x)?0
for some value of x,
the equation is said to be a nonhomogeneous linear equation.

Not easy peasy.

“DEATH OR EXISTENTIAL MATHEMATICS”

If quest for ever more challenging mathemetics leads to this level of difficulty,

YOU WILL DIE

Some 200 bright young mind have tried to comprehend the next level of math. Their brains all literally exploded.

A Carl La Fong, Ph.D., University of Wisconsin, 1986, suspected this next level involved adding Hindi letters, but he went permanently insane before pursuing his research for any length.

Let this be a cautionary tale for you all.

 

– Paul De Lancey, The Comic Chef, Ph.D.

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

 

Categories: danger, Deep Thinker, explanations, Secrets of the Universe | Tags: , , , , , , , , , , , , , , | 2 Comments

Flags of the World – Triangles, Part One

Few conflicts are as external as the conflict between lovers of geometry and its haters. A few other spats come close: wars of  aggression, sibling rivalries, lutefisk vendors and people,  spam callers and call blockers, and road repair and activity.

Geometry lovers wax rhapsodic over the ability to determine the height of a distant building without every going near it. Wow! All you need to have is a tree between you and the building and a few distances. What can be more beneficial to humanity than calculating that?

Alas, evil people, geometry haters stalk the land, people fell asleep during geometry class, people who snap after being asked to prove the Pythagorean Theorem one time too many. These people are the reason we can’t nice things. These folk constitute the hard-core unemployed. All those jobs that requiring calculating building heights, remain forever shut to them. Indeed these people find no jobs at all in the construction industry. Would you trust erecting a skyscraper to a ne’er do well who won’t measure angles? I didn’t think so.

It’s hard to spot a feral geometry hater on the street. You need to make repeated visits to people’s homes or diners. A geometry lover, GL, will often cut his cheese sandwich into two pieces diagonally. A geometry hater, GH, never.

Over the centuries, GHs took control of most countries and eliminated all traces of triangles in their nation’s flags. In these lands, GHs relentlessly persecute geometry lovers. The coup d’état remains the only way for GLs to assert their freedom. You can tell these plucky lands by the triangles in their flags.

And now, the roll call of FREEDOM

1) American Samoa

American Samoa remains firmly in the grasp of the Order of the Triangle, OT, or Overtimers as the underground resistance calls them. This wondrous land features nested triangles with a heavily armed and rather pissed-off bald eagle ever ready to defend geometric freedom.

 

 

 

 

 

2) Antigua and Barbuda

Oh Antigua! Oh Barbuda! How the Sun blesses your happy shores! Indeed, contentment here runs riot to such an extent, that this Eden proclaims its joy with five flags, five! (See if you can find them all.) The poly-coloric–Yes, that is now a word, by decree–triangles reflects the two islands’ committment to diversity and to the land’s influential painters. community.

 

 

 

 

 

 

 

3) Bahamas

The colors of the Bahamian flag represent the three main groups of the island chain: black-haired people, golden-haired people, and, of course, the teal-haired people. (You really should visit and see all the wonderful ‘dos.) Anyway, the black triangle also stands for the graphite pencils and black-ink pens favored by the GLs. Although diverse in geometric sentiment, Bahamas is no mathematics tyranny. The dominant GLs freely share power with the GHs. If only we could all be like the Bahamas.

 

 

 

 

 

4) Bhutan

Such a happy land! It loves triangles. The Bhutanese don’t see things in black and white; they view the world in yellow and orange! How wonderful is that? The joy of the land often erupts in games of Four Ball. (The dragon in the flag below holds a ball in each of its four claws.) In Four Ball, the side that collects and then defends four balls, wins. But it’s a friendly game; the winners treat the losers to triangular scoops of lemon and orange sherbets.

 

 

 

 

 

 

 

– Paul De Lancey, The Comic Chef, Ph.D.

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

 

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Deep Thought Man Ponders Geometry Proofs

In the interests of full disclosure, I was rather good in mathematics in general and in geometry in particular. However, after my 17,223rd geometry proof my naturally effervescent outlook on life dimished somewhat.

Deep Thought Man #11

– Paul De Lancey, The Comic Chef, Ph.D.

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

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Motivational Poster #3, Successful Anthropologists

The world of anthropology is a rough and tumble one. Heated discussions abound. It’s quite common to hear such charged phrases as “So’s Lucy of Olduvai’s mother” or “You look like a Neanderthal and think like a homonid” abound.

Sure, you could take up mathematics where everything can be proved or disproved. But where’s the fun in that?

Real men and women flock to anthropology where fossils are rare. Where painting on caves are rare. And don’t even get me started on the lack of cookbooks from the Cro Magnon Era. Either these early humans never learned to write or if they did, their recipes were written on media that just couldn’t survive hundred of thousands of years of exposure to the elements. We’ll just have to wait for a cookbook chiseled in stone by flint tools. In the meantime, we can only speculate what sides Cro -Magnon chefs served with their mastodon steaks.

Let’s face it, there isn’t a lot of evidence. Conjectures must be made. Some are brilliant, some are reasonable, some are demented. But who’s to say which theory is the best. Reasoned discourse only goes so far.

Eventually, you’ll have to fight for your view. You need to take up boxing. Every full professor in every major anthropology department across academia won his position by knocking out a weaker, slower hitting colleague.

It goes almost without saying that Nobel Prize winners in anthropology could turn pro in boxing.

Anthropology, it’s not for sissies.

 

Paul De Lancey, The Comic Chef, Ph.D.

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

 

Categories: motivational | Tags: , , , , , , , , , , , , , , , , , , , , | 3 Comments

I Analyze a Cereal-Box Game

 

Please look at the picture of the Alpha-Bits game. (Sorry, it’s a bit blurry. I have fired my camera man.) You draw from a deck of cards, containing each of the following numbers, 1, 2, 3, and 4. If you draw a 1, you move your piece, an Alpha-Bit letter, ahead one square, and so on. However, there is something funny about the game. Unsettling even.

Starting the game, it is impossible to land anywhere but on the 3rd square, the one with the bee. For . . .

If you draw a 1, then you move to square 1. The result tells you to move ahead two squares to square 3, the one with the bee.

If you draw a 2, then you move to square 2. The result tells you to move ahead one square to square 3, the one with the bee.

If you draw a 3, then you move to square 3, the one with the bee.

If you draw a 4 then you move to square 4. The result tells you to move back square to square 3, the one with the bee.

No matter what you draw, you end up on the bee.

Similarly, if your piece is on square 13, the one with the rocket, no matter what you draw, you’ll finish the game.

Working backwards from square 13, you can determine the expected numbers of turns needed to win the game.

THE EXCITING RESULTS

Square #   Expected Numbers of Turns needed to win the game.

———-   ———————————————————–

13            –         1.00

8              –         2.00

6              –         2.25

5              –         2.56

3*            –         3.15

Start        –         4.15

* = Mathematical excitement abounds if you’re starting on square 3. If you draw a 1, you have to go back to your bee. If in your second turn, you again draw a 1, you will once more be back at the bee square. Fear not! By using the mathematical formula for infinite sums, you can calculate how many turns you can expect to be stuck in this purgatory. (It’s 1.33 turns.) Knowing this, our calculations become simple again.

Note that is impossible to end your turn on squares: 1, 2, 4, 7, 9, 10, 11, 12, 14, 15, 16, 17, 18, and 20.

I have come to believe that the designers of this game never really played it. I am quite certain they never subjected their creation to mathematical analysis.

Please do not use this analysis for betting purposes. And if you do, do not employ a doubling cube as in backgammon.

At any rate, my years of mathematics has served me well. And you get a gold star if you read this blog all the way through.

Paul De Lancey, The Comic Chef, Ph.D., nerd

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

Categories: humor, obsevations | Tags: , , , , , , , , , , , , , , , , , , , | 2 Comments

Basil Pesto

Italian Appetizer

BASIL PESTO

INGREDIENTS

3 tablespoons ground walnuts
4 garlic cloves
3/4 cup Parmesan
3/4 cup extra-virgin olive oil
6 tablespoons basil
1/4 teaspoon white pepper

PREPARATION

Dice garlic cloves. Put walnuts, garlic, Parmesan, basil, white pepper, and olive oil in sauce pan. Saute for about 5 minutes on medium high.

Put pesto sauce on pasta or on French bread.

Simple is good.

TIDBITS

1) Walnuts are the best non-fish source of omega-3.

2) Whatever happened to omega-1 and omega-2?

3) Can you get omega-3 by adding together omega-1 and omega-2?

4) Omega is a Greek letter.

5) Greek letters are used in really complicated mathematics.

6) I would like to see a Greek crossword puzzle.

– Paul De Lancey, The Comic Chef

My cookbook, Following Good Food Around the World, with its 180 wonderful recipes, my newest novel, Do Lutheran Hunks Eat Mushrooms, a hilarious apocalyptic thriller, and all my other books, are available on amazon.com.

Categories: cuisine, food, humor, international, recipes | Tags: , , , , , , , , , , , , , , | Leave a comment

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