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Square Route of Ryan

This version was saved 13 years ago View current version     Page history
Saved by ryanr
on March 24, 2011 at 1:17:21 pm
 

 

 

                  Square Root

 

                Who invented this ?

 

                  What is it used for ?

 

                                                                                           Where can you use it?

 

                                                                                          Why do we need it ?

 

                                                                                          How do we solve it?

 

 

 

 

 

 

The earliest documentation of who invented the square root was the Rhind Mathematical Papyrus which shows how the Egyptians extracted square roots around 1650 BC. Square root is used for finding a number that to the second power equals the product. We need square root for studying to be a teacher or math professor . It is a little complicated solving square roots but it is possible, a way of solving square root is if you have 7 to the second power it would be 49, therefore the square root of 49 is 7. That way is called guess then solve. A good thing to have for solving square roots is all the square roots from 1-20. This is a list you can use .............

                                                                                               1 to the second power = 1

                                                                                               2 to the second power = 4

                                                                                               3 to the second power = 9

                                                                                               4 to the second power = 16

                                                                                               5 to the second power = 20

                                                                                               6 to the second power = 36

                                                                                               7 to the second power = 49

                                                                                               8 to the second power = 64

                                                                                               9 to the second power = 81

                                                                                             10 to the second power = 100

                                                                                             11 to the second power = 121

                                                                                             12 to the second power = 144

                                                                                             13 to the second power = 169

                                                                                             14 to the second power = 196

                                                                                             15 to the second power = 225

                                                                                             16 to the second power = 256

                                                                                             17 to the second power = 289

                                                                                             18 to the second power = 324

                                                                                             19 to the second power = 361

                                                                                             20 to the second power = 400

 

Those you need to know to solve square roots. We need square roots for finding a number multiplied by itself = ____.

 

 

                                                                                                                                                            

 

 

Read more: http://wiki.answers.com/Q/Who_invented_squares_and_square_roots#ixzz1FYAuqfty

 

 

 

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