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Question:
Answers:8 + 32 = 6 2 How: First you need to break down the two roots.. 8 breaks down to... 2 x 4. 4 can be simplied to just 2. So you get 2 2 Then 32 is broken down as.. 4 x 8. Both of these can be broken down. Again, like the first one. 8 = 2 2 and 4 is just 2. So you multiply 2x2 and get 4 2 So now you have 2 2 + 4 2. In this case the 2 as like a variable, just like x. So you just add like terms, to get the answer.
Answers:8 + 32 = 6 2 How: First you need to break down the two roots.. 8 breaks down to... 2 x 4. 4 can be simplied to just 2. So you get 2 2 Then 32 is broken down as.. 4 x 8. Both of these can be broken down. Again, like the first one. 8 = 2 2 and 4 is just 2. So you multiply 2x2 and get 4 2 So now you have 2 2 + 4 2. In this case the 2 as like a variable, just like x. So you just add like terms, to get the answer.
Question:How do I do it? In simple terms please.
I have some examples:
1. 12+ 3
2. 18+ 32
3. 45+ 80
4. 28+ 63
5. 11+ 99
6. 13+ 52
7. 80+ 20
8. 27+ 48
9. 75+ 108
10. 112+ 175
11. 162 98
12. 675 27
13. 144 121
14. 343 252
15. 52 13
16. 1250 50
17. 169 81
18. 1152 338
19. 125 20
20. 325 117
Just explain how to do once. Then give me the answer to those questions, so I can check my work. Thank You In Advance! Vick T. Your answer is very confusing! Can you use the radical signs?
Answers:lol im doing this kinda work now. ok i think u have to find a sqaure factor to simplify.. 1. 12+ 3 = 2 3+ 3 =3 3 2. 18+ 32 =3 2+4 2 =7 2 3. 45+ 80 =3 5 + 4 5 =3 5 4. 28+ 63 =2 7+3 7 =5 7 5. 11+ 99 = 11+3 11 =4 11 6. 13+ 52 = 13+2 13 =3 13 7. 80+ 20 = 4 5+2 5 =6 5 8. 27+ 48 =3 3+ 4 3 =7 3 9. 75+ 108 =5 3 + 3 12 =5 3+6 2 10. 112+ 175 = 4 7+25 7 =29 7 11. 162 98 = 9 27 2 12. 675 27 = 15 7  3 7 =12 7 13. 144 121 =1211 =1 14. 343 252 = 7 7  6 7 = 7 15. 52 13 =2 13 13 = 13 16. 1250 50 =25 25 2 =20 2 17. 169 81 =139 =4 18. 1152 338 = 3 12813 2 = 18 213 2 =5 2 19. 125 20 =5 5 2 5 =3 5 20. 325 117 = 5 133 13 =2 13 in case u still don't know what i did i will sh0w u the long way 1. 12+ 3 = 4x3+ 3 <4 is a square factor so find the sqaure root of 4 and put it outside of the radical =2 3+ 3 <now just add each other =3 3 (note) =radical sorry if i got any wrong.. plz pick me for the best answer =)
Answers:lol im doing this kinda work now. ok i think u have to find a sqaure factor to simplify.. 1. 12+ 3 = 2 3+ 3 =3 3 2. 18+ 32 =3 2+4 2 =7 2 3. 45+ 80 =3 5 + 4 5 =3 5 4. 28+ 63 =2 7+3 7 =5 7 5. 11+ 99 = 11+3 11 =4 11 6. 13+ 52 = 13+2 13 =3 13 7. 80+ 20 = 4 5+2 5 =6 5 8. 27+ 48 =3 3+ 4 3 =7 3 9. 75+ 108 =5 3 + 3 12 =5 3+6 2 10. 112+ 175 = 4 7+25 7 =29 7 11. 162 98 = 9 27 2 12. 675 27 = 15 7  3 7 =12 7 13. 144 121 =1211 =1 14. 343 252 = 7 7  6 7 = 7 15. 52 13 =2 13 13 = 13 16. 1250 50 =25 25 2 =20 2 17. 169 81 =139 =4 18. 1152 338 = 3 12813 2 = 18 213 2 =5 2 19. 125 20 =5 5 2 5 =3 5 20. 325 117 = 5 133 13 =2 13 in case u still don't know what i did i will sh0w u the long way 1. 12+ 3 = 4x3+ 3 <4 is a square factor so find the sqaure root of 4 and put it outside of the radical =2 3+ 3 <now just add each other =3 3 (note) =radical sorry if i got any wrong.. plz pick me for the best answer =)
Question:Well, so I have my finals coming up and unfortunately I forgot how to find square roots using Newton's Method.
Now, when you're explaining, I don't want any of this:
"First, here's the divideandaverage algorithm.
Suppose that you wish to calculate the square root of a number A. The
divideandaverage algorithm is:
1. Choose a rough approximation G of sqrt(A).
2. Divide A by G and then average the quotient with G, that is,
calculate:
G* = ((A/G)+G)/2
3. If G* is sufficiently accurate, stop. Otherwise, let G = G* and
return to step 2."
Really. Please.
Just explain it simply. I remember something about making an estimate of what the square root would be, and dividing, and there was lots of long division.
If you tell me about extracting square roots, or if you give me some long scientific googlesearched page that only some old nerdy hermit would understand, I will personally force you to eat 70 lemons.
Thank you.
Answers:Start from a number that's close to the square root you're looking for. Pick a number that squares to something close to your original number. (for example, if you're looking for the square root of 220, you would do well to choose 15, which squares to 225). We take that and plug it into our formula, and a new number comes out. We plug that number into the formula, and another number comes out. Keep doing it until the number that comes out is the same as the one that went in (when rounded to the precision you want). Unfortunately, the formula isn't as simple as averaging. So, we have our guess, 15. That's x0 To get our next approximation, x1, we take x0  (x0^2  220)/2x0, so we have x1 = 15  (225  220)/30 = 15  5/30 = 14.8333333 (carry it out to one more digit than you want in your final approximation). To find our next approximation, x2, we do the same thing again: x2 = x1  (x1^2  220)/2x1 = 14.8333333  (14.8333333^2  220) / 29.6666666 And we keep going until the new approximation is the same as the old one.
Answers:Start from a number that's close to the square root you're looking for. Pick a number that squares to something close to your original number. (for example, if you're looking for the square root of 220, you would do well to choose 15, which squares to 225). We take that and plug it into our formula, and a new number comes out. We plug that number into the formula, and another number comes out. Keep doing it until the number that comes out is the same as the one that went in (when rounded to the precision you want). Unfortunately, the formula isn't as simple as averaging. So, we have our guess, 15. That's x0 To get our next approximation, x1, we take x0  (x0^2  220)/2x0, so we have x1 = 15  (225  220)/30 = 15  5/30 = 14.8333333 (carry it out to one more digit than you want in your final approximation). To find our next approximation, x2, we do the same thing again: x2 = x1  (x1^2  220)/2x1 = 14.8333333  (14.8333333^2  220) / 29.6666666 And we keep going until the new approximation is the same as the old one.
Question:HOW do you solve this?
Simplify: 32/5
Answers:You can calculate square roots manually... see the url. or you can do it with a calculator. If the problem is the (square root of 32)/5 then you can do it quickly by multiplying 4 x 1.414 (sq.rt (16 x 2))/5
Answers:You can calculate square roots manually... see the url. or you can do it with a calculator. If the problem is the (square root of 32)/5 then you can do it quickly by multiplying 4 x 1.414 (sq.rt (16 x 2))/5
From Youtube
How to find the square root of a number? :This video will show you how to find the square root of any number. Thanks for learning :) www.ihatemath.com
MF49: How to find a square root :We consider three methods, or algorithms, for finding the square root of a natural number we know to be a square. One is trial and error estimation, the other is the Babylonian method equivalent to Newton's method, and the third we call the Vedic method, since it goes back to the Hindus. It is completely feasible to do by hand. This video belongs to Wildberger's MathFoundations series, which sets out a coherent and logical framework for modern mathematics.