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How come the calculator and computer yield different results for the square root?
Wiki User
∙ 12y ago
They will not - unless you make a mistake.
Wiki User
∙ 12y ago
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How do you find the square root of expresions?
There are different answers for different expressions but essentially, you can either evaluate the expression and then find the square root using a calculator, computer or numerical methods, or you can work out the square root algebraically.
What is the square of e?
What, you have a computer but not a calculator? It's about 7.4, but (like e itself) it's a transcendental number.
What is the square root of 5800?
76.157731058639082856614110271583 Since you are on this website, it's safe to assume you are on a computer. Virtually all computers have a calculator. Look under Programs, Accessories, Calculator.
How do you make a square mosaic using 64 square tiles?
The idea is to find the square root of 64 - a number which, when multiplied by itself, results in 64. This number can be found with a calculator, but if you know the basic multiplication table, you can actually calculate it in your head, using a bit of trial-and-error - that is, trying to square different numbers, until you reach one that gives you 64.
What is the square root of 609?
It is so very simple and quick to get the answer if you use the calculator that comes with your computer. But since you are not able to do so, the answer is approx 24.7.
How do you find the square root of expresions?
There are different answers for different expressions but essentially, you can either evaluate the expression and then find the square root using a calculator, computer or numerical methods, or you can work out the square root algebraically.
Whats the square root of 425?
20.61552812808830274910704927987 (Doesn't your dumb computer have a calculator???)
What is the square root of 343?
The square root of 343 is 18.520259177452134133511310275475. To find it, you can use the calculator that is on your computer. It is found at start-> Program -> Accessories-> Calculator
What is the square root of 4733?
According to the desktop calculator on my computer the square root of 4733 is 68.7968 to four decimal places.
What is the square root of 15000?
According to the calculator on my computer the square root of 15000 is 122.4745 (rounded up to four decimal places).
What is the square of e?
What, you have a computer but not a calculator? It's about 7.4, but (like e itself) it's a transcendental number.
What is the square root of 5800?
76.157731058639082856614110271583 Since you are on this website, it's safe to assume you are on a computer. Virtually all computers have a calculator. Look under Programs, Accessories, Calculator.
Online Punnett Square Calculator?
It is not on-line. But you can check - Bifido Punnett Square Calculator
How do you make a square mosaic using 64 square tiles?
The idea is to find the square root of 64 - a number which, when multiplied by itself, results in 64. This number can be found with a calculator, but if you know the basic multiplication table, you can actually calculate it in your head, using a bit of trial-and-error - that is, trying to square different numbers, until you reach one that gives you 64.
How do you find square root on a calculator?
The square root button on a calculator is normally the button which resembles a 'tick' symbol. Depending on the calculator you will press this before or after entering the number you wish to square root.
What two integers are in between the square root of -127?
Here we will define, analyze, simplify, and calculate the square root of 127. We start off with the definition and then answer some common questions about the square root of 127. Then, we will show you different ways of calculating the square root of 127 with and without a computer or calculator. We have a lot of information to share, so let's get started!
What is the square root of 609?
It is so very simple and quick to get the answer if you use the calculator that comes with your computer. But since you are not able to do so, the answer is approx 24.7.
