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In Science

3,6,9 keep on going. As you can see, the numbers starts from 3 so 3 is a multiple of 3.

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In Science

In the expression: 4³ = 64, the 3 is called the exponent or the power. You would read this as "four to the power of three" or "four cubed". But if it meant 34 = 81, which is… read '3 to the 4th power' or '4th power of 3', then the 3 is called the base. (MORE)

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In Video Games

Small giant. To connect a dunce and a professor, summon a dumb professor. A heroic villain will connect villain and a hero.

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In Algebra

Tough to tell. If the missing signs are pluses, that's 3 + 3x3 - 3 + 3 With no brackets, multiplication first, addition/subtraction second. 3 + 9 = 12 12 - 3 = 9 9 + 3… = 12 (MORE)

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In Uncategorized

the 5s because it has better service but it dosent have diffrent colrs just silver gold and black

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In Ice Hockey

A team can be forced to play with as few as 3 skaters (not including the goalie) if two players take penalties that overlap. If a third player takes a penalty he waits in the …penalty box until one penalty expires to begin serving his time, thus a team never has fewer than 3 skaters on the ice. If two teams are in that situation, they would play 3 on 3. (MORE)

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20c + 5 = 5c + 65 Divide through by 5: 4c + 1 = c + 13 Subtract c from both sides: 3c + 1 = 13 Subtract 1 from both sides: 3c = 12 Divide both sides by 3: c = 4

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The question has a simple answer only if the polynomial has rational coefficients. However, the question does not state that it has rational coefficients so it is not valid to… assume that is the case. So, suppose the third root is p. Then the polynomial is (x + 3)*(x - 3 + 2i)*(x - p) = (x 2 + 2xi - 9 + 6i)*(x - p) = x 3 + (2i - p)x 2 - (2pi - 6i + 9)x + (9p + 6pi) (MORE)

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3/5 divided by 3. do keep change flip. 3/5 times 1/3 so the answeris 3/15 or 1/5 3/5 / 3 is 1/5.

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Michael Maier has written: 'Laws of the Fraternity of the Rosie Crosse (Themis aurea)' -- subject(s): Rosicrucians 'Examen fvcorvm psevdo-chymicorvm detectorvm et in grati…am veritatis amantium succincte refutatorum' -- subject(s): Alchemy, Early works to 1800 'Examen fvcorvm psevdo-Chymicorvm' -- subject(s): Early works to 1800, Alchemy, Chemistry 'Silentium post clamores, hoch ist, Tractatus aplogeticus' -- subject(s): Rosicrucians 'Michaelis Majeri Viatorivm, hoc est, De montibvs planetarvm septem seu metallorum' -- subject(s): Alchemy, Early works to 1800 'Symbola avreae mensae dvodecim nationvm' -- subject(s): Alchemy, Early works to 1800 'Atalanta fvgiens' -- subject(s): Early works to 1800, Emblems, Chemistry, Alchemy 'Lvsvs serivs' -- subject(s): Alchemy, Early works to 1800 'Examen fvcorvm psevdo-chymicorvm detectorvm et in gratiam veritatis amantium succincte refutatorum' -- subject(s): Alchemy 'De circulo physico, quadrato, hoc est, auro' -- subject(s): Therapeutic use, Early works to 1800, Medicine, Magic, mystic, and spagiric, Gold 'A subtle allegory concerning the secrets of alchemy, very useful to possess and pleasant to read' -- subject(s): Alchemy, Early works to 1800 'Symbola avreae mensae dvodecim nationvm' -- subject(s): Alchemy, Early works to 1800 'Michaelis Majeri Viatorium, hoc est, De montibus planetarum septem seu metallorum' -- subject(s): Alchemy, Early works to 1800 (MORE)