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Math Notes on Exponent Properties 1

Date post: 04-Aug-2015
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try,PonevrtS ^) n4 nb = ^+*L glsal@ r* r) n"n l n3n?: l'1 3t,=n7 4Lnzf= -1. : r i'.H:l;::= D n4 n-b r-,4tb | | rt I I lr r-rl \l- ts-\ JJ nrn3 t 6 n5n6 n sio ftll Zn n: -lt- t, tl a ? 5 a Parentheses*.( ) 3ntxt z ntx 5 s+ ( ) hqs ho B) (n.*1 n = Y, Pon€ nf $ hao*,r r-rta \r\ec,h s Bl'onent = l q) xh (ntx) z = [n x) = hr)' = nX lo) Ux%xY') = T + no ey Fon er,tr or €l poncrrt: 1 I il z (axt{t)C=) = tlen Paf en*L.e Sg (nn comg a4* i+ no t or sb,ou;in1 lt) (t}3\0'8) = s(1 nX Ln x) = 3 ..r n.L "+ tt (6) x G) x3fy'r) = n) 'z x= ( x')(y, x) = , 3.Ll.L n.ntX L1l LX-(X-)(Y ,& t5) 5 x&\(x)x = =
Transcript
Page 1: Math Notes on Exponent Properties 1

try,PonevrtS

^) n4 nb = ^+*L

glsal@r *r) n"n l

n3n?: l'1 3t,=n7 4Lnzf=

-1. : r i'.H:l;::=Dn4 n-b r-,4tb| | r t I I

lrr - r l

\ l -t s - \JJ

nrn3t

6n5n6 n sio

f t l l Zn n:- l t-

t ,t l a ? 5

a Parentheses*.( ) 3ntxt z ntx5

s+ ( ) hqs ho B) (n.*1 n =€ Y, Pon€ nf $ hao*,r r-rta\r\ec,h s Bl'onent = l

q) xh (ntx) z =

[n x) = hr)' = nX lo) Ux%xY') =

T + no ey Fon e r,tr or €l poncrrt: 1 I il z (axt{t)C=) =

t len Paf en*L.e Sg (nn comga4* i+ no t or sb,ou;in1

lt) (t}3\0'8) =

s(1 nX Ln x) = 3 ..r n.L "+ tt (6) x G) x3fy'r) =n)

'z x= ( x')(y, x) =, 3.Ll.L n.ntX L1l LX-(X-)(Y

,& t5) 5 x&\(x)x ==

Page 2: Math Notes on Exponent Properties 1

t^r/ eqPo^evtr other *6e n L

FyPonehfS

Ba s ic Carm h i vnq*ia n5

n'"3 =nO

f) ' ' t =fi1

n'z'= =n-o

n-''(-s) = n,f

nr .(-z)

= n- z

l ,q"l$Of r thrn

n(/ r\hr r

7 . \ / -f -

b - ) , - ( t 2

- - r- \ J - V \Dc)'=

,\) Paren tt,€ sr-s

[n9t : r] 4'b

n= a.

(r)'(5.")'

r) (n')'=z) (nt)'=3) (n)t =

?) (.')' =5)(n-l)l =

6)0-)'=?) (n')-t -

?) (n-f =q) (.')'=

l0) U')'=il) (2,)- =

e) '!ame

(n')" =

(n)' =

(n-)'=

(n-)t =

[n)-z =

i$

r\ r/i3 -' )

1") 'F

, . \ r ' tZ'1 I ( F -.- ) -

' . / \e _/

G

\Rtfj (r)- =


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