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Non-fiction

Billions and Billions

In English: Billions and Billions: Thoughts on Life and Death at the Brink of the Millennium
Carl Sagan
Review by: İdris Muxtarzadə07 October 20261 min read
A warm, witty collection of science essays that explains big numbers, interest, bacterial growth and population with a chess legend and anecdotes. Its greatest strength is showing exponential growth in a few pages anyone can follow: the first two chapters carry even a maths-phobic reader to the end. Its weakness is that the book is tied to the 1990s and, in later chapters, moves from science to political and social arguments.
Who Is This Book For?
Good Fit
  • Readers who fear mathematics but wonder how numbers explain the world
  • Fans of popular science and of the style of Sagan's «Cosmos»
  • Young readers who want to understand «exponential thinking» in population, interest and epidemics
Not a Fit
  • Anyone looking for a book about space and astronomy: the chapters read here are about numbers and society more than the cosmos
  • Anyone who needs the latest statistics: the figures date from the 1990s
  • Readers who want to go deep into one subject: this is a book of essays, with many topics
How Readers Rate It
Readability 4.1/5 Easy
Depth 2.8/5 Average
Humour 3.4/5 Average
40 voters
Chapters one and two: «Billions and Billions» and «The Persian Chessboard»
Read: chapter 1 «Billions and Billions» and chapter 2 «The Persian Chessboard» in full, the first pages of chapter 3 «Monday Night Hunters» (pp. 3–27 of the Turkish edition) and the page about the author. That is about 9% of the book.

The first chapter opens with the story of the phrase that stuck to Sagan's name. Sagan writes that he never said «billions and billions» in «Cosmos». Johnny Carson put the words in his mouth by parodying him on his show. Even now, people on the street or on a plane ask Sagan to say it. Sagan smiles and compares it to Sherlock Holmes never saying «elementary, my dear Watson» and Humphrey Bogart never saying «play it again, Sam».

Then Sagan turns to big numbers themselves. A million is a thousand thousands, a billion a thousand millions, a trillion a thousand billions, and Sagan recalls the British and American habits of writing them. A postage stamp marked «50 milliarden» from the German inflation of 1923 comes from Sagan's own collection. Exponent notation is shown by example: to multiply ten to the third by ten to the ninth, it is enough to add the exponents. A table in a box says that counting one number a second, you need more than a week to reach a million and half a lifetime to reach a billion.

The second chapter is the legend of the invention of chess. The vizier of a Persian king asks, as a reward for the new game, for one grain of wheat on the first square, two on the second and four on the third. By the 64th square the number reaches about 18.5 quintillion grains, weighing 75 billion tons, equal to 150 years of the world's present grain harvest. Sagan says he does not know how the story ended and that it may only be a fairy tale. On a board of 100 squares the wheat would weigh as much as the Earth.

Next, Sagan shows exponential growth in everyday life. Ten dollars invested 200 years ago at 5% a year would be worth $172,925.81 today. Inflation eats pensions by the same law. A bacterium that doubles every 15 minutes would reach the weight of the Sun in two days, but food runs out and the curve flattens. Sagan applies this to the AIDS epidemic and to world population: then six billion, doubling in about 40 years. The way out, Sagan argues, is to reduce poverty, spread contraception and give women real political power.

The chapter goes on with Leo Szilard, who in September 1933, waiting at a traffic light in London, hit on the idea of a nuclear chain reaction. Sagan presents it as the frightening face of exponential growth and writes that Szilard spent the rest of his life warning about the dangers of this weapon. Radioactive half-life is explained by the same logic: by this method the Turin Shroud was found to date from the 14th century and the Earth to be 4.6 billion years old. At the end, Sagan says that knowing something quantitatively, not only qualitatively, deepens understanding.

The part of chapter three that was read turns abruptly to another subject: why are people so drawn to watching others run and hit each other? Sagan cites the Cherokee phrase calling competitive sport «the little brother of war», the 1969 «Football War» between El Salvador and Honduras and fan violence. This part shows that the book is more a social essay collection than a science book.

Reading Experience
  • Clear language that explains complex numbers with everyday examples (interest, inflation, bacteria)
  • A style that softens dry mathematics with legends, anecdotes and personal memories (the stamp collection, the Carson episode)
  • Boxes and tables: names of big numbers, time needed to count, the full solution of the wheat problem
  • An epigraph at the head of each chapter (Archimedes, Fourier, William James)
  • A broad view that ties scientific thinking to social questions (population, poverty, nuclear weapons)
Content Warning
The book belongs to the late 1990s: the figures for population, military spending and epidemics are out of dateIn the AIDS section, risk groups of that era are described in harsh, stigmatizing language that may be unacceptable todayMost examples come from American life (American football, baseball, US politics)
If You Liked This
CosmosCarl Sagan

Sagan's famous book on the universe and the source of the scientific tone here

A Short History of Nearly EverythingBill Bryson

The classic popular-science book that tells science with humour and stories

FactfulnessHans Rosling

A book that teaches how to see the world correctly through numbers

Spoiler
We are all relatives: the solution of the ancestor puzzle
⚠️ End of chapter two: how many ancestors can anyone have?

Everyone has 2 parents, 4 grandparents, 8 great-grandparents, and the number doubles with every generation. Counting a generation as 25 years, 64 generations back is about 1,600 years, just before the fall of the Roman Empire. The sum gives 18.5 quintillion ancestors. That is far more than the population then or now, even more than all the people who ever lived. Sagan says the error is in the sum: we assumed everyone's ancestors were different people, while in reality the same person can be an ancestor of many.

The result: go back far enough and any two people on Earth share an ancestor. Whenever a new American president is elected, somebody «discovers» a relationship with the British king or queen. Sagan takes this as a sign of the bond between English-speaking peoples. The chapter's conclusion is that whether or not a common ancestor can be found, kinship is beyond doubt, and everyone alive on Earth is related to everyone else. The last lines give the book's central thesis: for anyone who grasps exponential numbers, the key to many secrets of the universe is in the palm of the hand, and fear of quantifying means giving up one of the most powerful insights for understanding and changing the world.

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