Download presentation
Presentation is loading. Please wait.
1
Published by – www.Padasalai.Net
Thanks to Mr. Ravi, B.T. Asst, GHS, Arangaladurgam.
2
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/2/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
3
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/3/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
4
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/4/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
5
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/5/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
6
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/6/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
7
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/7/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
8
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/8/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
9
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/9/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
10
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/10/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
11
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/11/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
12
k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20
– 1 +1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20](http://slideplayer.com/slide/2433388/8/images/12/k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20.jpg "– – 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
13
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/13/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
14
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/14/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
15
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/15/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
16
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/16/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
17
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/17/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
18
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/18/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
19
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/19/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
20
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/20/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
21
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/21/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
22
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/22/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
23
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/23/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
24
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` – 1 +1 + 13
– 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 (x + 1) oR k/r]` –](http://slideplayer.com/slide/2433388/8/images/24/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
25
+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 k/r]`kqf = (x + 1) oR k/r]` – 1
+1 + 13 + 32 + 20 – 12 – 20 (x + 1) oR k/r]` + 1 + 12 x2 + 12x <p.p. $. p. + 12 = + 2x + 10x + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X (X+2) + 5 + 2 + 10 (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)
![+ k/r]`pfpDtfTk: x3 + 13x2 + 32x + 20 k/r]`kqf = (x + 1) oR k/r]` – 1](http://slideplayer.com/slide/2433388/8/images/25/%2B+k%2Fr%5D%60pfpDtfTk%3A+x3+%2B+13x2+%2B+32x+%2B+20+k%2Fr%5D%60kqf+%3D+%28x+%2B+1%29+oR+k%2Fr%5D%60+%E2%80%93+1.jpg "– 12. – 20. (x + 1) oR k/r]` x x. <p.p. $. p = + 2x. + 10x. + (X x X) + (2 x X) + (2x5xX) + (2x2x5) (+21) X. (X+2) (+12) (X + 2) (X + 5) k/r]`kqf = (X + 1) (X +5)")
Similar presentations
