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a. integers
b. rational
c. irrational
d. reals

2007-09-10 07:33:43 · 10 answers · asked by XxVaneSsaXx214 3 in Science & Mathematics Mathematics

10 answers

TT is an irrational number.

integers are whole numbers, positive or negative.
rational numbers can be expressed as a fraction.
irrational numbers never end or repeat
real numbers are even roots of positive numbers (vs imaginary numbers, even roots of negative numbers)

2007-09-10 07:36:39 · answer #1 · answered by davidosterberg1 6 · 0 0

1

2016-04-04 00:34:01 · answer #2 · answered by Anonymous · 0 0

Although pi is a real number (d) a better, more specific answer also appears on the list. Real numbers can be divided into two disjoint sets: rational numbers that can be expressed exactly as the division of an integer by a nonzero integer, and irrational numbers that cannot. Even though you often see rational approximations of pi such as 22/7 or 3.14, pi cannot be expressed exactly as a ratio of integers. Pi is therefore an irrational number (c).

2007-09-10 07:48:56 · answer #3 · answered by devilsadvocate1728 6 · 1 0

Pi (no e) is an irrational real number.

Integers are whole numbers, rationals can be expressed as a fraction, irrationals cannot be expressed as a fraction and 'real' describes all non-complex numbers, everything you can think of from negative infinity to positive infinity.

All integers are a rational, but not all rationals are integers, all integers, rationals and irrationals are real, and reals are either rational or irrational.

As has been previously mentioned, pi is transcendental, which is a further class of irrational numbers. Other transcendental numbers are e (used a lot in calculus) and non-specific trig values (things like sin(2) or cos (9))

2007-09-10 07:42:53 · answer #4 · answered by Anonymous · 1 0

"Pie" is the name of a round, baked dessert.

"Pi" is a real and irrational number. But I suppose you could say that being an irrational "best" describes Pi because real numbers could still be rational or irrational.

2007-09-10 08:02:56 · answer #5 · answered by Anonymous · 0 0

Answer 'd' would be best. Although technically irrational, pi is actually transcendental. Irrational numbers may be the solutions of polynomial equations with integer coefficients, but pi cannot.

2007-09-10 07:57:31 · answer #6 · answered by Mathsorcerer 7 · 0 1

Steak & kidney

(you've already got the answer)

but you also need to know that Pie is meat covered with pastry

the symbol for 3,142 is Pi

2007-09-10 07:59:07 · answer #7 · answered by Anonymous · 0 0

It's irrational. Actually, it's called transcendental...you can't represent it with square roots. That's a special kind of irrational number.

2007-09-10 07:36:38 · answer #8 · answered by PMP 5 · 2 1

Irrational, because it doesn't contain complete and whole numbers.

2007-09-10 08:44:02 · answer #9 · answered by MOMMYS-TWINS-ARE-IN-HEAVEN 4 · 0 0

c

2007-09-10 07:38:03 · answer #10 · answered by marcus101 2 · 0 0

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