Which Alice?
Which Alice? Which Alice?
The Gryphon and the Mock Turtle "I don't blame him!" remarked Alice. "Anyway, the Hatter begrudgingly gave one of his tarts to the March Hare. 'That's not enough!' cried the March Hare angrily. 'You still have twice as many as I do!' Now, the problem is, How many more tarts must the Hatter give the March Hare so that they each have the same amount?" "How many tarts were there altogether?" asked Alice. "I'm not telling you that!" cried the Gryphon. "That would make it way too easy!" Alice thought it strange that the puzzle could be solved without knowing how many tarts there were, but she determined to try. She thought for a while, and then shook her head. "I'm afraid I can't do this one. I'm sure if my sister were here she could—she's older than I, you know, and she has learned algebra. I'm sure with algebra this could be done." "You don't needs no algebra!" The Gryphon laughed. "It's only your fancy you does!" "Well, the only way I can think of doing it is by trial and error— trying until I finally guess the right number of tarts." "You don't needs no guessing!" said the Gryphon. "You don't needs no guessing and you don't needs no algebra neither! Now, I know that in the schools they teaches you to do this sort of thing with algebra, but I haven't been much to no schools, so I figured out my own method—and it's every bit as good as those they learn you!" "Really?" said Alice. "I'd be very interested in seeing your method. What is it?" "Well," said the Gryphon, "your first question was the right one: How many tarts were there altogether?" "I can see now," replied Alice, "that if I knew that, the rest would be easy." "Right," said the Gryphon. "Now, to figure out how many tarts there must be, here's how I sees it: To begin with, the Hatter had three times as many as the March Hare, which means that he had three parts of the tarts to the March Hare's one part—in other words he had three out of four parts, so he started out with threequarters of the tarts." "That's right," said Alice, "he had three-quarters and the March 35
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The Gryphon and the Mock Turtle<br />
"I don't blame him!" remarked <strong>Alice</strong>.<br />
"Anyway, the Hatter begrudgingly gave one of his tarts to the<br />
March Hare. 'That's not enough!' cried the March Hare angrily.<br />
'You still have twice as many as I do!' Now, the problem is, How<br />
many more tarts must the Hatter give the March Hare so that they<br />
each have the same amount?"<br />
"How many tarts were there altogether?" asked <strong>Alice</strong>.<br />
"I'm not telling you that!" cried the Gryphon. "That would make<br />
it way too easy!"<br />
<strong>Alice</strong> thought it strange that the puzzle could be solved without<br />
knowing how many tarts there were, but she determined to try. She<br />
thought for a while, and then shook her head.<br />
"I'm afraid I can't do this one. I'm sure if my sister were here she<br />
could—she's older than I, you know, and she has learned algebra.<br />
I'm sure with algebra this could be done."<br />
"You don't needs no algebra!" The Gryphon laughed. "It's only<br />
your fancy you does!"<br />
"Well, the only way I can think of doing it is by trial and error—<br />
trying until I finally guess the right number of tarts."<br />
"You don't needs no guessing!" said the Gryphon. "You don't<br />
needs no guessing and you don't needs no algebra neither! Now, I<br />
know that in the schools they teaches you to do this sort of thing<br />
with algebra, but I haven't been much to no schools, so I figured out<br />
my own method—and it's every bit as good as those they learn you!"<br />
"Really?" said <strong>Alice</strong>. "I'd be very interested in seeing your method.<br />
What is it?"<br />
"Well," said the Gryphon, "your first question was the right one:<br />
How many tarts were there altogether?"<br />
"I can see now," replied <strong>Alice</strong>, "that if I knew that, the rest would<br />
be easy."<br />
"Right," said the Gryphon. "Now, to figure out how many tarts<br />
there must be, here's how I sees it: To begin with, the Hatter had<br />
three times as many as the March Hare, which means that he had<br />
three parts of the tarts to the March Hare's one part—in other<br />
words he had three out of four parts, so he started out with threequarters<br />
of the tarts."<br />
"That's right," said <strong>Alice</strong>, "he had three-quarters and the March<br />
35