What is 6t-2t plus 5u?

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โˆ™ 2017-08-02 23:45:27

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6t -2t + 5u = 4t - 5u

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โˆ™ 2017-08-02 23:45:27
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Q: What is 6t-2t plus 5u?
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5u plus 2 equals -18?

5u + 2 = -185u = -20u = -4

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What is the value of you in this equation 5u 10 equals u plus 46?

If you mean: 5u+10 = u+46 Then the value of u is 9

What is the value of you in this equation 5u-10 equals you plus 46?

Do you mean 5u-10 = u+46? If so then:- 5u-10 = u+46 5u-u = 46+10 4u = 56 u = 14

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23 + 5u = 17Subtract 17 23 from both sides:5u = -6Divide both sides by 5:u = -6/5

-5u plus 4 plus 8u equals 43?

-5u + 4 + 8u = 43simplify by subtracting 4 from both sides of the equation to get rid of the 4 on the left:-5u + 8u = 43Simplify further by combining the -5u and the 8u:3u = 43Divide both sides by 3 to solve for u:u = 43/3rewrite the fraction:u = 14 1/3

Is 9 plus 3u plus 5u plus 4v a product of four factors?

No. It is a sum of four terms which can be simplified to a sum of three terms.

What 18u -5u?


How do you factor 81 minus 25u squared?

(9 - 5u)(9 + 5u)

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3u - 5u= - 2u=====

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Solve for u. How do you solve -29 equals -4 plus 5u?

- 29 = - 4 = 5uadd 4 to each side- 29 + 4 = - 4 + 4 + 5u- 25 = 5udivide both sides integers by 5- 25/5 = (5/5)u- 5 = u========check in original equation- 29 = - 4 + 5(- 5)- 29 = - 4 - 25- 29 = - 4 + (- 25)- 29 = - 29=============checks

How do you solve 7-5u equals -43?

in the question 7-5u=-43, the answer to u is -45, because 7-5=2, 2x-45=-43. so u=-43.

Free rider maps?

try this one regards joely -18 1i 18 1i jc 1i jc -26,jc 1i q8 1i,j2 1i jc -26,io 1i jc -1s,ie 1i jc -1i ka 1i,i4 1i jc -18,HQ 1i jc -u,jc -k hg 1i,h6 1i jc -a li 1i,jc 0 gs 1i,gi 1i jc a,g8 1i jc k,fu 1i jc u mq 1i,fu 1i jc 18 n4 1i,g8 1i f0 1i,fu 1i jc 18,fk 1i jc 1i,jm 1i jc -26,k0 1i jc -1s,kk 1i jc -18,ku 1i jc -u,jc -k l8 1i,jc 0 ls 1i,m6 1i jc a,mg 1i jc k,uu 1i uu -1s uu -2q uu -34 uu -3e,uu -1s tc 1i,UK 1i uu -2g uu -3e,ua 1i uu -2q,u0 1i uu -2g,TM 1i uu -26,t2 1i uu -1i,uu -18 so 1i,se 1i uu -u,uu -k s4 1i,rq 1i uu -a,uu 0 rg 1i,r6 1i uu a,qs 1i uu k,uu u qi 1i,uu 18 q8 1i,uu 1i qi 1i,uu -4m uu -50 uu -5a uu -5k,uu -5u uu -68,uu -6i uu -6s uu -76 UK -76 uu -2q,uu -6s uu -5a,u0 -76 so -76 qi -76 q8 -76 uu -76,qi -76 uu -6s,q8 -76 pk -76,uu -4m uu -34,ua -76 uu -34,u0 -76 uu -3e,TM -76 uu -3o,uu -42 tc -76,t2 -76 uu -4c,uu -4m so -76,se -76 uu -50,s4 -76 uu -5a,rq -76 uu -5k,rg -76 uu -5u,r6 -76 uu -68,uu -6i qs -76,n4 -76 pu -76,-u -k fk -k,-18 1i -18 -k -a -k -18 -2g,-18 -k -18 -34 -18 1i -4m 1i -18 0,-18 1i -68 1i -92 1i -no 1i -no -2g,n4 -76 n4 -b8,n4 -au n4 -de,-u -k -18 -34,-k -k -18 -2q,0 -k -18 -26,-18 -1s a -k,k -k -18 -1i,-18 -18 u -k,18 -k -18 -u -3o 1i,-1i 1i -18 -34,-1s 1i -18 -2q,-26 1i -18 -2g,-2g 1i -18 -26,-18 -1s -2q 1i,-34 1i -18 -1i,-18 -18 -3e 1i,-42 1i -18 -k,-18 -a -4c 1i,-18 a -50 1i,-5a 1i -18 k,-18 u -5k 1i,-5u 1i -18 18,-ne 1i -no -2g,-n4 1i -no -26,-no -1s -mq 1i,-mg 1i -no -1i,-no -18 -m6 1i,-ls 1i -no -u,-no -k -li 1i,-l8 1i -no -a,-ku 1i -no 0 -ne k,-ku 1i -mq k,-ku 1i -no a,-kk 1i -no k,-ka 1i -no u,-no 18 -jm 1i,-pu -2g -pu 5u -10q 5u,-q8 5u -pu -2g,-qi 5u -pu -26,-pu -1s -qs 5u,-r6 5u -pu -18,-pu -u -rg 5u,-rq 5u -pu -a,-s4 5u -pu 0,-pu a -se 5u,-so 5u -pu k,-t2 5u -pu u,-pu 18 -tc 5u,-TM 5u -pu 1i,-u0 5u -pu 1s,-ua 5u -pu 26,-UK 5u -pu 2g,-uu 5u -pu 2q,-v8 5u -pu 34,-vi 5u -pu 3e,-vs 5u -pu 3o,-106 5u -pu 42,-10g 5u -pu 4c,-pu 4m -10q 5u,-pu 50 -114 5u,-11e 5u -pu 5a,-pu 5k -11o 5u,-122 5u -rq 5u,-122 5u -17m 5u -1ji 5u -1ji 2q##B -1j8 34 2q,B -1j8 3o 2q,B -1j8 4c 2q,B -1j8 50 2q,B -1j8 5k 2q

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How do you factor completely 10u7-45u6 plus 45u5?

10u7 - 45u6 + 45u5 = 5u5 (2u2 - 9u + 9) = 5u5 (2u - 3) (u - 3)

What has the author P Limagne written?

P. Limagne has written: 'La .5u'

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-18 1i 18 1i g8 1i,g8 -18 g8 -26 g8 -b8 cg -b8 g8 -au,g8 -1i fa 1i,g8 -18 f0 1i,g8 -u em 1i,g8 -k ec 1i,g8 -a e2 1i,g8 0 do 1i,g8 -26 g8 1i,g8 a de 1i,g8 k d4 1i,g8 u cq 1i,g8 18 cg 1i,fk 1i g8 -1s,fu 1i g8 -26,cq -b8 g8 -ak,d4 -b8 g8 -aa,de -b8 g8 -a0,do -b8 g8 -9m,e2 -b8 g8 -9c,ec -b8 g8 -92,em -b8 g8 -8o,f0 -b8 g8 -8e,fa -b8 g8 -84,fk -b8 g8 -7q,fu -b8 g8 -7g,-5u -b8 -5u -84 -5u 7g -2g 7g k0 7g m6 50 jm 7g,-5u -84 -5k -b8,-5u -8e -5a -b8,-5u -8o -50 -b8,-5u -92 -4m -b8,-5u -9c -4c -b8,-5u -9m -42 -b8,-5u -a0 -3o -b8,-5u -b8 cq -b8,-5u -aa -3e -b8,-5u -ak -34 -b8,-5u -au -2q -b8,-2g 7g -5u 76,-2q 7g -5u 6s,-34 7g -5u 6i,-3e 7g -5u 68,-3o 7g -5u 5u,-42 7g -5u 5k,-4c 7g -5u 5a,-4m 7g -5u 50,-50 7g -5u 4m,-5a 7g -5u 4c,-5k 7g -5u 42,ls 5a jc 7g,li 5k j2 7g,li 5o in 7f,lb 61 ia 7e,l3 69 hq 7d,ks 6i h6 7f,kk 6q gl 7g,kd 72 g7 7g,k8 78 fh 7f,-18 1i -18 -1i,15g 2q 1c2 68 1os 68,15h 2p 1cg 68,15p 2u 1ct 68,162 36 1d9 67,16m 3g 1dr 68,17a 3p 1e6 67,17l 3v 1eo 66,188 48 1fg 67,18n 4h 1g5 65,19b 4q 1h7 66,19p 52 1i0 68,1a6 59 1ik 68,1ak 5h 1jk 67,1b4 5o 1kk 69,1bg 5u 1lb 67,1bq 65 1m0 68,1n0 68 278 68 2qu 68 2r8 68 34u 68 38m 68 3h4 68 3mo 68 3mo -u 3oa 0 3oa 68 3mo 68,2qu -1s 2p2 68,2qu -18 2r8 -18,2qu -18 2oe 68,2qu -u 2r8 -u,2qu -k 2r8 -k,2qu -a 2r8 -a,2qu 0 2r8 0,2qu a 2r8 a,2qu k 2r8 k,2qu u 2r8 u,2qu 18 2r8 18,2qu 1i 2r8 1i,2qu 1s 2r8 1s,2qu 26 2r8 26,2qu 2g 2r8 2g,2qu 2q 2r8 2q,2qu 34 2r8 34,2qu 3e 2r8 3e,2qu 3o 2r8 3o,2qu 42 2r8 42,2qu 4c 2r8 4c,2qu 4m 2r8 4m,2qu 50 2r8 50,2qu 5a 2r8 5a,2qu 5k 2r8 5k,2qu 5u 2r8 5u,2qu -u 2o4 68,2qu -k 2nq 68,2qu -a 2ng 68,2qu 0 2n6 68,2qu a 2ms 68,2qu k 2mi 68,2qu u 2m8 68,2qu 18 2lu 68,2qu 1i 2lk 68,2qu 1s 2la 68,2qu 26 2l0 68,2qu 2g 2km 68,2qu 2q 2km 68,2qu 34 2kc 68,2qu 3e 2k2 68,2qu 3o 2jo 68,2qu 42 2je 68,2qu 4c 2j4 68,2qu 4m 2iq 68,2qu 50 2ig 68,2qu 5a 2i6 68,2qu 5k 2hs 68,2qu 5u 2hi 68,2pc 68 2qu -26 2r8 -26,2pm 68 2qu -2g 2r8 -2g,2q0 68 2qu -2q 2r8 -2q,2qa 68 2qu -34 2r8 -34,2oo 68 2qu -1i 2r8 -1i,2qk 68 2qu -3e 2r8 -3e,2qu 68 2qu -3o 2r8 -3o 2ri -3e 2rs -34 2s6 -2q 2sg -2g 2sq -26 2to -18 2uc -k 308 18 34u 68,2qu -1s 2r8 -1s,2r8 -3o 2r8 68,3mo -u 3me 68,3mo -k 3m4 68,3mo -a 3lq 68,3mo 0 3lg 68,3mo a 3l6 68,3mo k 3ks 68,3mo u 3ki 68,3mo 18 3k8 68,3mo 1i 3ju 68,3mo 1s 3jk 68,3mo 26 3ja 68,3mo 2g 3j0 68,3mo 2q 3im 68,3mo 34 3ic 68,3mo 3e 3i2 68,3mo 3o 3ho 68,3mo 42 3he 68,3mo 4c 3h4 68,3mo 4m 3gq 68,3mo 50 3gg 68,3mo 5a 3g6 68,3mo 5k 3fs 68,3mo 5u 3fi 68,3ps 18 3ps 68,3ps 18 3r4 26 3r4 68 3ps 68,3tu 68 3sm 68,3sm 3e 3tu 4m 3tu 68,3sm 3e 3sm 68,3v6 68 4ck 68 4is 68 4is 26 4ii 68,4is 2g 4i8 68,4is 2q 4hu 68,4is 34 4hk 68,4is 3e 4ha 68,4is 3o 4h0 68,4is 42 4gm 68,4is 4c 4gc 68,4is 4m 4g2 68,4is 50 4fo 68,4is 5a 4fe 68,4is 5k 4f4 68,4is 5u 4eq 68,4is 2g 4is 1s 4is -4c##T 4ii 1i,G -2q 76 5k,G -5k -8e 8e,G d4 -au b8,G fu -1s 2q

How do you factor 24uv plus 35uยฒ -30uยณ-28v?

24uv + 35u2 - 30u3 - 28v = 24uv - 28v - 30u3 + 35u2 = 4v*(6u - 7) - 5u2(6u - 7) = (4v - 5u2)*(6u - 7)

How do you solve 2u square minus 14u over 5u square times 15u square over 4u minus 28?


What is the derivative of 40u to the fifth power divided by 5u to the second power with respect to u?

24u to the second power. Differentiate 40u to the fifth power which is 200u to the fourth power and 5u to the second power which is 10u. Subtract 400u to the sixth power from 1000u to the sixth power which is 600u to the sixth power. Then square 5u to the second power which is 25u to the fourth power. Finally, divide 600u to the sixth power by 25u to the fourth power. The solution is 24u to the second power. Another method is simplifying it to 8u cubed (to the third power) and taking the power rule. Take 3 times 8u which is 24u and subtract 1 from 3 in exponent which is 2. The answer is 24u to the second power.

Find all the solutions to the equation 2u4 plus 38u2 equals 16u3 plus 24u?

2u4 + 38u2 = 16u3 + 24u ∴ u3 - 8u2 + 19u - 12 = 0 ∴ (u - 3)(u2 - 5u + 4) = 0 ∴ (u - 3)(u - 4)(u - 1) = 0 ∴ u ∈ {1, 3, 4} * * * Because u is a factor of both sides of the equation given, u = 0 is also a solution.

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