Weitere Antworten(1)
Use sqrt(3) for square root of 3. Likewise for any other square root of numbers or variables.
----------------

1. -4,0,9,19,5.59. sqrt(3) sqrt(100), 5 1/3, -9/37, and 1.2727727772

An integer is a counting number 1,2,3///, or a negative counting number -1, -2, -3... or 0

sqrt(100) = 10 so it is an integer as are -4,0,9,5,59.

That eliminates the integers.

1.27277277727777 etc is a rational number.

I have a doctorate in mathematics and I don't thin that I can explain my techniques, but that is equal to:

29411969
---------------
23108578

That is a ratio (fraction) of integer, so it is a rational number and clearly it is not an integer.

Answers:

5 1/3 = (16/3), 5.59 = (559/1000), -9/37, and 1.2727727772 = (29411969 / 23108578)

-------------------

Which numbers below are integers but not natural numbers?
17, -5.32, -21/8, 0, 1, square root of 10, -17

Natural numbers are the positive integers. The other integers which are not natural numbers are 0 and the negative integers.

So the answers are: 0 and -17 <--------------------

Note that -5.32 and -21/8 are not integers to begin with, although they are rational. Thus they are not part of the problem concerning integers.

sqrt(10) is irrational.

---------------------

Name the rational numbers from the list below
-4,0,6,7.53, square root of 15, square root of 1, 5 1/7, -10/19, 1.4949949994

sqrt(15) is irrational and thus not part of the answer.

Answers:

**************************
sqrt(1) = 1 is rational

1.4949949994 having a repeating pattern is rational (see 1.27277277727777...)

These others are obviously rational: -4, 0,6,7.53, 5 1/7 = 36/7, -10/19
**************************

Gerry

.