0
Add your answer:
Earn +20 pts
Can 6mn be factored?
2 x 3 x m x n = 6mn
What is 2n x 3m?
They are terms that can be simplified to: 6mn
What is the answer to 6mn - mn plus 6n - 14?
5mn + 6n - 14
How do you factor m squared minus 4mn minus 12n squared?
m2 - 4mn - 12n2 = m2 - 6mn + 2mn - 12n2 = m(m - 6n) + 2n(m - 6n) = (m + 2n)(m - 6n)
What is the algebraic phrase for m plus the product of 6 and n?
M+6n
How do you add and subtract polynomials?
Adding and subtracting Polynomials can be simple or difficult, considering your math skills and practices. When you add polynomials, you may first start out by lining them up. First, I'll go over some adding problems.Adding Example:(2ms2+3m2s-4)+(1ms2-10m2s+12)I always start by lining up the two terms beneath eachother, but weather you decide to do it horizonally or vertically is your own perogitive. I, however, will demonstate both.Horizonal Finish:You simply add your like terms and there, wallah'! You have an answer!2ms2+3m2s-4 + 1ms2-10m2s+123ms2-7m2s+8Vertical Finish:Just put your second term below your first term and add the like terms. Use the symbol (- or +) to find the integer of the number.(2ms2 +3m2s -4)+(1ms2-10m2s+12)_________________3ms2 -7m2s +8Subtracting Example:(4m2n-3mn-4m) - (-8m2n-6mn+3)The only way to subtract properly is in a horizonal term, as show in the first section of adding. The subtracing is far, far different from the adding portion, though, sharing little similarities. I'll run you through all the steps of subtracting polynomials.First off, I must remind you, it is only the secondterm where you add the opposite. (Meaning you change all the signs- Ex: -4x2+2-8 ----> 4x2-2+8) The first term remains the same.(4m2n-3mn-4m) - (-8m2n-6mn+3)The first remains the same, add the opposite on the second term.(4m2n-3mn-4m) + (+8m2n+6mn-3)Now you follow the last two steps of adding polynomials (See Above) and finish it either vertically or horizonally.Finishing Subtraction Horizonally:(4m2n-3mn-4m) + (+8m2n+6mn-3)Simply add your like terms and you're done.12m2n+3mn-4m-3Finishing Subtraction Vertically:(4m2n-3mn-4m) + (+8m2n+6mn-3)Line your second term up below your first and add the like terms into one. (- means no term lines up.)(4m2n -3mn -4m - )+ (+8m2n +6mn - -3)______________________12m2n +3mn -4m -3And you're all done. Thank you and have a blessed, math filled day. ;)
3 times X?
3 times X= 3XBecause it is the same as 1X plus 1X plus 1X.The X has an 'invisible' 1 in front of it....Another example could be, What is 4 times X + 2?It would equal 4X + 2, because when doing algebra you can only add things called 'like terms' so you can only add things like 2y+7y and 4yz+2yz or 4+3.But you cannot add terms that are different, such as 2y+3z or 5+7x, they will just stay the same. So, 2y+3z=2y+3z and 5+7x=5+7xHowever, you can MULTIPLY anything, so 2y times 3z= 6yz (2 times 3=6) and 5 times 7x= 35x and 4x times 3x= 12x2, this is because you have 2 xs!So overall this is what you should know from all the above:You can multiply un-like terms! Even if the terms (eg. 2; 3x; 7y) are not the same.You cannot add or subtract un-like terms. You can only leave them as they are.When multiplying things like x or y or z remember to do your 'powers'Examples:MULTIPLYING UN-LIKE TERMS-3n times 2m= 6mn (put letters in alphabetic order) or 5y times 4x= 20xy2. ADDING/SUBTRACTING LIKE AND UN-LIKE TERMS-You can add/subtract 7z+3z/ 7z-3z, = 10z/4z.3. DOING POWERS-x times x3= x4 because there is an 'invisible' 1 next to the first x.And 3x2 times 4x3 = 12x6
What is an awesome free rider 2 track?
-c 1e -5 1l h 1c,-1b 74 -i 6t,-1b ek -r f4 -f ek,3c 1vm 3o 1vs,-49 l5 -3n la,-2i 102 -21 10c -1g vv,-2d 1a4 -2e 1at,-34 1av -2i 1ar,-8r 1f9 -8g 1g7,-6l 1kl -52 1jv,-6n 1kl -7h 1o3,-bj 1r7 -an 1r9,-9f 2em -8k 2eo -8j 2dq,-bt 2ha -c1 2i4 -bj 2i9 -au 2i3,-eq 2r3 -bu 2ot,-j4 2uq -j2 2vf -ib 2vh,-di 3a3 -e6 3b1,-gv 3gk -im 3p3 -jf 3pu -kf 3qe,-km 3qh -mb 3qj,-MD 3qj -nq 3pq,-nq 3po -oh 3np,2h i9a 2r iag 3s ibo 4p icr 5o idm 7g iel 95 ife b0 ig3 cv igk fh ih0 i5 ihd kl ihr n5 ii8 pn iij sc iiu uu ija 11b ijo 13l ik7 15s ikn 180 il8 1a2 ilp 1c2 imc 1e0 imv 1fs inj 1hn io7 1jh ios 1l9 iph 1n0 iq6 1on iqs 1qc iri 1s1 is8 1tm isv 1va itm 20t IUD 22g iv4 242 ivr 25k j0i 271 j26 289 j46 29i j63 2aq j7t 2c3 j9m 2de jbe 2ep jd4 2g4 jep 2hg jgd 2in jhchicken pie6,2ev jo6 2en jq4 2ej js2 2ej ju0 2em jvv 2es k1u 2f4 k3t 2fd k5s 2fo k7r 2g4 k9q 2gi kbq 2h0 kdp 2hf kfo 2hv kho 2ig kjn 2ii kll 2hn kmi 2gh knq 2fk kpe 2er kr5 2e6 ksu 2di kup 2d1 l0k 2ch l2h 2c3 l4d 2bm l6b 2bb l88 2b0 la6 2am lc5 2ae le3 2a5 lg2 29t li0 29m ljv 29f llu 298 lnt 292 lpt 28s lrs 28m ltr 28g lvr 28k m1q 291 m3o 29r m5l 2au m7c 2c7 m90 2di maj 2f3 mc2 2gg md2 2hs me2 2j6 mf2 2kd mg2 2m2 mhc,2m2 mhc 2no mik 2ph mjo 2rc mko 2sv mlc 2ui mlv 304 mmh 31q mmt 33n mn5 35o mna 37o mnf 39r mnh 3bt mnj 3dv mnl 3fv mno 3ht mnt 3jq mo2 3ll mo9 3ne mog 3p7 moo 3qu mp0 3sl mp9 3ub mpj 400 mpt 41l mq7 43p mpp 458 mol 46k mne 480 mm8 49j ml3 4b5 mk1 4cn mj0 4e9 mhu 4fr mgn 4hc mfh 4iu mec 4kf md9 4m1 mc8 4ni mb7 4p3 ma8 4qk m99 4s4 m8c 4tl m7f 4v6 m6j 50m m5n 525 m4t 534 m6g 52u m9c 52p mc9 52o mf1 52p mhk,52p mhk 52t mk3 534 mme 53c mom 53c mqp 52n msi 525 mu9 51l n00 518 n1n 50u n3f 50l n55 4ut n5r 4ss n61 4pk n59 4mc n4f 4j9 n3j 4gc n2k 4dl n1k 4b2 n0j 48i mvd 465 mu6 43s mt1,50r n59 520 n48 537 n2m 54a n1a 55f n03 56p mv2 586 mu5 59l mtc 5a9 msr 59c mts 58e mv5 57k n0f 56t n1m 566 n2v 55s n3o 57s n35 59i n2n 5b7 n2b 5cs n22 5ec n1b 5g8 n0e 5i4 mvl 5g9 n0h 5e1 n1f 5c1 n2a 5a8 n31 58k n3n 56p n4h 556 n57 588 n5u 5b5 n6g 5dt n73 5ge n7f 5ij n79 5kd n6u 5lo n6h 5jt n6d 5hu n70 5g2 n7i 5e8 n82 5cg n8h 5au n8u 5d7 n8p 5fk n86 5hq n7j 5ju n6u 5m1 n6b 5o0 n5r 5pu n5d 5rh n53 5pp n6a,5pp n6a 5o8 n73 5ml n7r 5l4 n8g 5jb n98 5hq n9s 5jr n95 5m2 n88 5o0 n7e 5q1 n6n 5s3 n62 5u8 n5f 60b n4t 62c n4e 64a n41 620 n4v 5uo n65 5sd n71 5q5 n7t 5ns n8r 5lm n9p 5ii nb5 5fn nce 5iq nbs 5lv naq 5p7 n9p 5s8 n8q 5v3 n7u 61q n75 64c n6d 66q n5o 694 n54 6bc n4i 6dg n40 6fj n3g 6hj n31 6jh n2j 6le n26 6jf n39 6h3 n3v 6ek n4k 6cb n58 698 n62 66e n6u 63p n7t 61a n8r 5v0 n9o 5sp nal 5qj nbh 5oh ncd 5mi nd9,5mi nd9 5km ne4 5j3 net 5lk neg 5oc ndr 5rn nd1 5u7 ncf 60j nbu 62s nbf 663 nap 694 na4 6bv n9i 6el n91 6h7 n8g 6jl n81 6lv n7j 6o7 n76 6qb n6q 6sd n6e 6ud n63 70c n5o 728 n5e 73v n57 728 n5n 70g n66 6ug n6m 6s0 n7a 6p5 n7u 6mn n8a 6kb n8l 6i1 n91 6em n9h 6bi na2 68k nai 65r nb4 637 nbm 60n nc7 5v1 nco 615 nd1 654 ncm 67t ncf 6ai nc8 6d2 nc2 6ff nbt 6ir nbm 6m0 nbf 6p0 nb9 6rp nb4 6ue nb0 70v nas 73c nap,73c nap 75l nam 77i na7 797 n9p 7b0 n99 7cn n8q 7eo n8a 7gf n81 7i4 n7o,7i4 n7o 7jp n7f 7ld n77 7n1 n6v 7p6 n72 7r5 n7r 7t3 n8o 7v0 n9o 80e nan 81t nbo 83e ncq 84u ndu 86f nf2 87v ng7 89g nhl 8b2 nj2 8cj nkd 8e5 nln 8fm nn0 8h8 no7 8ip npe 8ka nqj 8lq nro 8nb nss 8os ntv 8qc nv2 8rs o04 8td o16 8ut o27 90d o39 92b o44 949 o4v 967 o5r 985 o6o 9a4 o7l 9c2 o8j 9e0 o9h 9ff oa7 9gu oau 9id obl 9js occ 9lb od3 9mp odq 9o8 oeh 9pn of8 9rm og2 9tl ogp 9vj ohg a1i oi7 a3i oif a5j oii,a5j oii a7k oin a9k oit abl oj5 adl ojd afl ojb,afk ojn ah4 ojs aj5 ok3 alf okc aoa okn ara ol2 aud ole b14 olp b3i om3 b5p omb b7q omi b9m omp bbc omv bdc on6 bf5 onb bgl onf bhv oni bja onl bkb onn bm2 oo0 bo2 ooh bpk oou br5 opd bsn oqg btn os6 btd ou4 bt6 ovv bt2 p1q bt0 p3j bt1 p5a bt4 p71 bt8 p8n bte PAC bvg pbp c0h pcv c15 pef c1p pfu c1v phm c22 pjh c22 pld c21 pn9 c20 pp8 c1s pqr c1g psu c0l pue bvh pvr bup q1c bue q3f bu6 q5j bvi q74 c12 q8i,c12 q8i c2g qa1 c06 qbl btg qco bs4 qdv brv qfm bqv qh8 br9 qj6 br7 ql0 bs1 qmc bs9 qno bu3 qnm bve qo3 c1u qou c1i qqs c0r qs1 bvj qtt bv6 qv7 bvc r0e bsb r11 bq1 r1f bs5 r2s buf r39 c1n r3t c42 r4j c10 r56 bud r5k brv r62 bpk r6h bn5 r72 bpe r7b bs3 r7f bu0 r7o bqm r8j boc r96 bl3 ra3 bjr ran bm8 rbb bo2 rbq bm2 rdr bju reo bic rfr ble rge boc rh2 br5 rhm boe riu blv rjk bjj rka bhe rl0 bkn rm3 bo2 rmg,bo2 rmg bpk rn0 bmn rnh bjc ro3 bgp roj bjm rou bm8 rp6 bnu rpf bm2 rqj bk3 rr4 bic rri bh1 rru bka rrr bni rrp bpm rs0 bnj rsl blc rt1 bj6 rtd bh4 rts bfh ruk bf0 s0l bfa s2l bgj s45 bi9 s5h bkg s6r bmp s83 bp4 s98 brf sad btq sbg c0f sce c32 sda c5j se7 c82 sf2 caf sfs ccr sgm cf4 shg ch9 sib cjc sj7 cld sk3 cnc sl0 cp9 sls cr5 smq csv snn cuo soa d0f sou d26 spi d3r sq7 d5h sqt d75 srj d8p ss9 dad st0,dad st0 dc0 stn ddi suf df4 sv6 dgk svs di5 t0i djk t14 dlh t1k dni t18 dpk t0r drl t0g dtn t08 dvn t03 e1o svv e3p svt e5p svt e7p svt e9p svv ebp t01 edp t04 efp t08,efc t0g egj t0f eii t0j eki t0n emb t0l eo8 t0f er9 svo eu9 sum f0v ssp f3b sqe f5a snk f71 skn f8l shv fa6 sfc fbl sct fd5 sah fet s8b fg5 s6b ff9 s4h fdv s3i fcg s2c fbh s0g far rue fae rsr fa3 rr9 f8p rpq f74 Ron f5b roq f3r rpa f31 rqj f3o rsf f5b rtu f7q rvg f9v s0q fbl s1g fcr s1d fdt s15 fel s1f fdm s2l fbu s3v faa s5a f8s s6o f7e s8b f6c s9l f55 sb8 f42 sck f35 se2 f28 sfh f13 sh1 evt sij eup sk4,eup sk4 eto slk esq sn1 esa sor esa sqn ese ssq esg sus esf t0v ese t30 esb t52 es7 t73 es2 t8f es2 t7j es3 t6q es4 t64 es8 t4p es9 t3e es9 t29 es8 t17 erj t2g er6 t46 epr t5o enu t6r em5 t7u eke t91 ej3 t8n elg t7v eos t8p es5 t9b ev7 t8m f1r t7r f42 t77 f2v t9o f10 tb5 ev5 tci esi tej eqc tdr es2 teq etn tfm evi tgh f1a THC f2v ti9 f4h tj5 f61 tk2 f7e tkv f8q tls fai tn3 fc7 tob fdq tpi ffb tqq fgr ts3,fgr ts3 fi9 ttb fjn tuj fl3 TVs fll u0f fl9 tva fj2 tti fgt tsb fe4 tqv fbf tpl f8v toc f6i tn6 f49 tm1 f23 tku f00 tjs et0 tib eq7 tgt enh tfh el1 te6 eik tcu ega tbn ee4 tai ec0 t9d e9u t8a e7v t78 e61 t66 e45 t56 e2b t46 e0h t36 dup t27 dt2 t18 drc t0a dqj t2p drk t5c dsj t7j dte t9g dst tbf drp tcn dqi tdt dpc tf1 do6 tg2 dmt tgq dmg tfs dmj tf0 dmm te3 dnj td4 dp2 td0 dq5 te4 dqa tfs dq5 Tia dpu tkd,dpu tkd dpl tmf dpb tog dp0 tqe dok tsb,dok tsb do7 tu6 dnq u00 dnc u1p dmt u3g dne u5k dom u5u dph u54 dq0 u3c dqf u17 dqp tvl dra tts drs ts0 dsh tq6 dta tod du1 tmr dup tli dv3 tnn dup tqa duf tsn du5 tuu dts u0t dtk u2k dtb u4k dt3 u6b dt8 u7l du4 u8a dv5 u7t e06 u7b e0v u6t e0i u5k,e0i u5k e05 u44 e01 u2p dvv u1e dvv u06 dvv tup e01 ttg e01 trs dvv tqf e01 toq e03 tn9 e05 tm0,e05 tm0 dvo tko duv tjs du3 tkh dta tlg dsl tmc ds5 tng drl toj dr5 tpo dqm tr3 dqc tsi dq4 tts dps tv0 dpl u04 dpd u18 dp6 u25 dop u2r dod u1r dop u0q dov tvg dou tu7 dos tsu dos tro dp0 tqk dp8 tpi dpl toc dq7 tn0 dqn tlm dr3 tkf dr7 tj4 dr7 thr dr1 tgi dqn tf9 dqc te5 dpb tco do8 tbl dnc tb8 dmr tc9 dmg tdg dm6 tek dm3 tfo dm0 tgp dlu thn dlt tih,eam tn0 eal tob eae tpn ea6 tr6 ea1 tsf e9r tto e9l tv5 e9g u0k e99 u24 e91 u3k e8r u4v e8m u62 e8k u7g e8o u8v e94 uae e9t ubc ear ubl ebo ub5 eca ua5 ecf u8s ecf u7g ecc u5v ec9 u4h ec9 u33 eca u1l ecb u06 eci tua ecm tsj ecf tqr ec7 tpa ebu tnu ebl tmp eb3 tm2 eap tmq eaj tnm,ecr tg7 ebu tgb eb3 th1 eaf thu ead tiu ebf tjg eck tjf edg tj1 edt ti5 ee0 tha edj tgi ect tg6##T -23 vp,T -3 18,T -hi 3hc,T -hn 3i0
