## How do you display the power of 2 symbol using Microsoft.

Writing 10 4, for example, means that you are writing a one and then moving the decimal point four places. Since the exponent (the 4) is a positive number, we move the decimal place to the right. Since the exponent (the 4) is a positive number, we move the decimal place to the right.

And this is another intuition of why something to the 0 power is equal to 1. If you were to go backwards, if, say, we didn't know what 2 to the 0 power is and we were just trying to figure out what would make sense, well, when we go from 2 to the third power to 2 to the second, we'd be dividing by 2. We're going from 8 to 4.

Writing 2, 3, 4 As Powers of Ten. Each number may be written as a power of ten. The larger a number is, the larger the power of 10 required to represent it. THERE IS NO WAY WITHOUT KNOWLEGDE OF LOGS OR A CALCULTOR OR MATH TABLES FOR THE READER TO DETERMINE THE EXPONENTS LISTED BELOW. The reader of this page is not expected to study logs now!

Use numbers expressed in the form of a single digit times an integer power of 10 to estimate very large or very small quantities, and to express how many times as much one is than the other. For example, estimate the population of the United States as 3 x 108 and the population of the world as 7 x 109, and determine that the world population is more than 20 times larger.

If the absolute value of s is at least 0.001 (10 -3) but less than 10,000 (10 4), then s is usually written out in full. Examples are 21.3389 and -0.002355. Examples are 21.3389 and -0.002355. However, if the absolute value of s is smaller than 0.001 or if it is 10,000 or larger, scientific notation is usually preferred, because writing such numbers out in decimal form can be confusing and messy.

For instance, the fourth power of the cube root of a, is the same as the cube root of the fourth power of a. 248. Roots, as well as powers, of the same letter, may be multiplied by adding their exponents. (Art 243.) It will be easy to see, that the same principle may be extended to powers of roots, when the exponents have a common denominator.

I've been trying to write a simple function in Java that can calculate a number to the nth power without using loops. I then found the Math.pow(a, b) class. or method still can't distinguish the two am not so good with theory. So i wrote this.