# 0^0 = undefined Usually something to the power of 0 is 1 because going up in powers means multiplying by the base and going down in powers means dividing by the base.

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If x = 1 any power = 1 so x to the zero power = 1. If x is not equal to 1 any power is not equal to one except the power of zero 2^x doubles so 2 to the power of zero is half of two = 1 5^x is 5, 25 125 so increases five fold so 5to the power of 0 is 5/5 = 1 Why is it that any number raised to the power zero is equal to 1 and not zero ? Answer : When a number is raise to the power 0, we are not actually multiplying the particular number by 0. For example, let us take 2 0.

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When x^2 is multiplied with x^3, their powers will get added as simplification of the equation will be (x*x)* (x*x*x)=x*x*x*x*x=x^5.When So, if we do x^2*x^0, their powers get added and we get x^2. Showing that anything raised to the power of 0 equals one is a fairly trivial matter. From the knowledge that x a ÷ x b = x a-b, it follows that x a ÷ x a = x a-a = x 0. And since x a ÷ x a equals 1, x 0 must equal 1. 2011-01-17 · Anything (but 0) to the power of 0 is 1.

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## 2019-11-04 · You may have learned in school that anything, whether it’s a variable or a constant, to the power of zero is equal to one. However, your teacher probably didn’t explain why, and knowing the “Why?” is key to genuinely understanding this rule about exponents. Watch this short video to understand why!

The other way to picture the calculation of an exponent is to start from the number one and then multiply as the exponent says to. Example: 5^3 is calculated as: 1x5x5x5=125. This doesn't impact the process much. Only if you happen to be going to the power of zero, which is why everthing to the power of zero is 1.

### (1). 1 Powers of e: First Pass. Euler's equation is complicated because it involves raising a number we get ln(f(x)) = x + C. You can find C by plugging in x = 0.

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2011-06-19
Best Answer. Because exponents add when they have the same base. This works for any number except the number 0 because 0/0 is indeterminate. No matter what is used when you raise it to the zero power it will always be one.

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To Prove:- x0 = 1.

Because exponents add when they have the same base. This works for any number except the number 0 because 0/0 is indeterminate. No matter what is used when you raise it to the zero power it will always be one.

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### 26 Nov 2019 We learned in the video lesson that anything to a power of 0 is equal to 1 (unless the base is also 0) Use this knowledge, along with other rules

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Assume the equation is correct is complete. What went wrong? (1). 1 Powers of e: First Pass. Euler's equation is complicated because it involves raising a number we get ln(f(x)) = x + C. You can find C by plugging in x = 0. 3 Apr 2012 Multiplying any number by 1 leaves it unchanged.

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