The attention to detail in *Peanuts* is truly amazing.
Schroeder's scores are authentic, the trivia and general knowledge are
accurate, and the math problems are actually solvable. Try your hand
at the following mathematical *Peanuts* quiz.

1. ``Keep in mind that a numeral stands for a certain number of objects.
Now, when you count, what you are doing is matching elements one-to-one
with a set of counting numbers. In a set of numbers the last numeral
matched to that set is the cardinal number.'' Whose explanation of
``new math'' is this?

2. Peppermint Patty couldn't solve the following math problems. Can
you do better?

2a. A man has a daughter and a son...the son is three years older
than the daughter. In one year the man will be six times as old
as the daughter is now, and in ten years he will be fourteen years
older than the combined ages of his children. What is the man's
present age?

2b. A library shelf contains seven books. Three books are math books
and four books are science books. Problem: In how many ways may
the books be arranged on the shelf so that all the math books will
be together?

2c. A man has twenty coins consisting of dimes and quarters. If the
dimes were quarters and the quarters were dimes, he would have
ninety cents more than he has now..how many dimes and quarters
does he have?

2d. In driving from town A to town D you pass first through town B and
then through town C. It is 10 miles farther from A to B than from
B to C and 10 miles farther from B to C than from C to D. If it is
390 miles from A to D, how far is it from A to B?

3. After meeting 5, Linus asked Charlie Brown, ``If we all had numbers
instead of names, what number do you think you'd like to have?'' What
was Charlie Brown's reply?

4. What proposed explanation for banning ``The Six Bunny-Wunnies Freak Out''
from the school library led Sally to quip, ``In that case, they should
also ban my math book!''?

5. Who said, ``Nothing spoils numbers faster than a lot of
arithmetic!''?

6. "`Two times two is four..three times three is nine.' That's all we
learned today..that's not enough. What if I have four cows, and I
want to buy each cow four bags of feed, how many bags do I buy? How
would I know?" Whose complaint was this?

7. Who said, ``Over the years I've learned a few things,'' including
the fact that x^{2}/36 - 9y^{4} =
(x/6)^{2} - (3y^{2})^{2} =
(x/6 - 3y^{2})(x/6 + 3y^{2})?

8a. What did Schroeder give odds of a googol to one against?

8b. How much is a googol?

9. Who, surprisingly enough, knows how to ``rationalize the
denominator''?

10. Which two kids sometimes mention their trouble with fractions while
waiting for the bus?