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Law of Exponents Problems 31. (2𝑚3 𝑛4 )5 35. (4𝑚 𝑛 −5 3 )−2 39. 4𝑥 0 𝑦 −2 𝑧 3 4𝑥 32. 5𝑏7 (3𝑎𝑏4 + 4𝑎𝑏4 − 𝑏4 ) 36. 2𝑥 (3𝑥 𝑦 + 4𝑦 − 5𝑥 𝑦 ) 3 40. ( 2 2 3𝑥 2 𝑦 −3 𝑧 0 10𝑥 −4 0 ) 4 2 2 33. ( 2𝑎3 𝑏−2 3𝑎−2 𝑏−4 −3 ) (4𝑥 2 𝑦) 34. ( 2𝑥 2 𝑦 4 ∙4𝑥 2 𝑦 4 ∙3𝑥 3𝑥 −3 𝑦 2 36𝑏8 ) 4 1 2 37. (2𝑥𝑦 2)3 41. 1 49𝑎4 2 38. ( 𝑥 2 𝑦 −2 42. 7 − 𝑦𝑥 4 ) (2𝑚2 ) 𝑚2 −1 Law of Exponents Problems 1l {r. {12 'll .fl!' q:;rllrl{4:rLrr 1 i.1 rl tlxlyall ]- I rnL -vL r-l 1 : -lrL t r' t I, r l.r- Lr: . r' - -. J --nvt* r xq :fl = -bl r r .| ra D' *3n&- rsr -3t8 'I 1-:"]' 1a r --:--T -il.x" -'Jj I +X 3r. (Zm3na)s .t ( m-srt)-' ; rfizlatotltr z rY.\ to ^y-"2" ^ ^tbnb 4x +27 IxLl, =234 x14- I i4l '6\ = 6.ro.rJ l4ll : \ox'o - :.t' } .^. |i' irrrru- li {(tL -"rli J : zls't=b I ItJli = -z43rn:ntt YV1' 37.\*'z).: 4aba : - t{X5q"* BX3q* =\ " - xz- rltlt .1 J9) iisr'- 36.2x3 (3x2yz r 4yn - Sr'y') = u? (- Zx'q. + +qn) (41' Jr, }{ {.r' + - \urqo * - b^) = bb1(rano- u") = 35abtt - 56tr +o J5'i t.rqs- \bLlo - f'r =l -{:.r,r}' ( Zaz6-z ^^ ss' 1*-z*)1-z 32.5b7 (3aba , - \\'q5Z'6 [pCd,3 -t lil {-rf - l,*.-'' (A tt5 ls] 6ri .-1.T"'xi' =E yL n 3Zrn6tf 35. 'T' 1r.,6-8 | -r Ill {li Jrj + 7.r-t -37\B = -+Sr:r/i .-\fti = vlxl"lt = = wxogo = Zlbytzqlo = t*'r {:xl.ll 9't ilx-]'-')' J L)fl- =-21 x'' 't -1 l"\- ,n.4x" I'l I I , I I ,1 .q.ri = .,, J $l tl)x ]:6.-l {| 1li i-]xi xlxr:1-txri = hlb \J = - \gx-l T ^- 3 i6l (rl il ,ll #'ll4'{r'.i: J. {.11r Jt--1K,r .lL6X'LJ't *xuu' 115 .- t.. - 1i = Bdb3 =CJ si [ -x-\:' i = 7-3A qb.Y 3'"&vb..." = n ? lzxy')' ExT T zx2y4'4x2y4'3x 41,. 3x-3yz z+ra" 3Y3\' -- gxou, 'o l turEbP (#)' =1t Ttr *(#)-= =Xq Fz , J .r-1 I an. I 42.+ = T'Y\iz nn2. Zrns -Z6fi(