-7.2 is rational. Rational numbers are numbers that can be written as a fraction. Irrational Numbers cannot be expressed as a fraction.
This question cannot be answered. First, -72 is not an irrational number so the starting premise is false. Second, -72 is a single number. It is not possible to have any numbers between -72 and itself.
Yes.
The cube root of 72 is an irrational number; to 3 decimal places it is 4.160.
Because the square root of it is an irrational number
72 = 49 and 82 = 64. So, the square root of any integer between these two numbers, for example, sqrt(56), is irrational.
The square root of 72 is an irrational number. Since 72 is not a perfect square, the decimal is endless. (just like the value of pi)
Yes 8.48528137 is an irrational number and the sqrt of 72.
This question cannot be answered. First, -72 is not an irrational number so the starting premise is false. Second, -72 is a single number. It is not possible to have any numbers between -72 and itself.
Yes.
The cube root of 72 is an irrational number; to 3 decimal places it is 4.160.
No because its square root is an irrational number
Because the square root of it is an irrational number
The square root of 72 is an irrational number and there is no such thing as a best approximation for any irrational number. By definition, all irrational numbers are represented by infinitely long decimal strings and it is always possible to improve the approximation by calculating the value to one more decimal place. 8.48528 should be sufficiently accurate for most purposes.
72 = 49 and 82 = 64. So, the square root of any integer between these two numbers, for example, sqrt(56), is irrational.
The square root of 72 is 6x(sqrt2). You can find this by breaking 72 down into its prime factors (2x6x6 or 2x62). You can then take the square root of each part which means the 62 will become 6 and then because the sqrt2 is an irrational number it is left under the sqrt sign.
Irrational. Irrational. Irrational. Irrational.
The exact diameter is 72/pi. It is not possible to give an exact numerical answer because pi is an irrational number and it is therefore impossible to express a [linear] multiple or division involving pi numerically.