# Number 2 | Mathematics homework help

Domains of Intelligent Looks

In this discourse, you are point-outed span intelligent looks to composition on. Remember to rudiment entire polynomials entirely. Read the aftercited instructions in command and sight the example to entire this discourse. Please entire the aftercited problems according to your point-outed compute. (Instructors succeed point-out each scholar their compute.)

 If your point-outed compute is: Your leading intelligent look is Your prevent intelligent look is 1 a2 + 2a – 10  –11a 2x – 8 x2 – x 2 y2 + 11y + 30 y + 5 5a – 3  a2 – 49 3 u2 + u – 72  3u – 15 2w – 1  w2 – 9 4 x2 – 6x – 55  x2 – 3x – 28 b – 3 4b2 – 16 5 16b2 – 1 2b2 + 11b – 6 c2 + 2c – 10  10c2 – 80c + 160 6 4w2 – 9 –5w y2 – 4  2y2 + y – 1 7 a2 + 6a + 9 a – 10 t2 + 2t – 10  t2 – 6t + 8 8 81m2 – 16  5m + 10 22x + 11 2x2 – x 9 3a2 + 16a + 5 a2 – 7a + 10 b2 + 7b + 10  b2 – 9 10 4x2 – 1 6x – 18 r2 + 2r – 24  r – 2 11 t2 – 14t + 49 4t – 8 3q2 – 22q + 24  q2 – 1 12 v2 – v – 20  v2 + 4v + 3 6t – 3 t 13 n2 – 2n  – 15  n – 2 8k + 6  8k2 + 2k – 3 14 64k2 – 9  2 s2 + 2s – 15  s2 – 36 15 4k2 – 12k + 9 4k 3w2 + 36  2w – 8 16 5m2 + m m + 6 12a – 15  5a – 25 17 7t2 – 14t 4t2 – 9 36 – w2 w 18 22x + 11 x2 – 3x – 10 1 – 2c  20c2 + 10c 19 20c3 + 5c2 – c  7c – 14 3a2 – 12a   24a2 – 18a 20 g2 – 36  6g2 + 15g 7n – 2  4n2 – 25 21 1 – 2x + x2 x2 – 1 2c2 + 5c – 25   14c – 21 22 144 – w2 8 – 2w z2 – 8z + 16 –12 23 4 + 16n2 n – 8 3x2 – 2x – 1   x2 – 81 24 y2 – 25 –6y 37        2p – 4p2 25 a2 – 100 a2 + 5a + 6 3b2 – 9   b – 8 26 1 – x2 x2 + 10x + 25 2u – 2  1 – u 27 3z + 3 3z 5y3 – 75y  2y2 + y – 15 28 9 – 36x2 8 15k2 – 5k  k2 – k – 30 29 x2 – 7x + 12 5x w2 – 9w – 36   16w2 – 1 30 m2 + 13m + 40 6m 4y – 3  25y2 – 4 31 k2 – 8k 17 2b + 1   3b2 – 12 32 9b2 + 3 41 2x – 6  10x2 + 5x 33 15x2 + 45 50x 42 m2 – 3m 34 g2 + 46g  g 3k + 1  k2 + k – 42 35 4a – 5  14 4m3 +16m 3m2 – m 36 x2 – 25 23 b2 – 18b + 81  3b2 – 12 37 9m2 – 4 23 5x + 15  x2 – 49 38 d2 + 9 33 m2 + 4m – 5 5m2 + m 39 13n2 – 13n  6n 2w + 1 9w2 – 1 40 4x3 – 16 x 14  2b2 – 8 41 x2 + 2x – 10  3x 2x – 8 x2 – 7x + 10 42 x2 + x – 72  24 5b – 3  b2 – 4 43 w2 + 11w + 30 7w 2n – 1  4n2 – 9 44 g2 – 6g – 55  g k3 + k k2 – k – 42 45 16t2 – 1 64 x2 + 2x – 10  3x – 15
• Illustrate in your acknowledge opinion what the signification of territory is. Also, illustrate why a denominator canreferable be cipher.
• Find the territory ce each of your span intelligent looks.
• Transcribe the territory of each intelligent look in determined referableation (as demonstrated in the issue).
• Do twain of your intelligent looks own embracing values in their territorys? If yes, illustrate why they are to be embracing from the territorys. If no, illustrate why no exclusions are essential.
• Incorporate the aftercited five math wordbook opinion into your discourse. Correction bold font to emphasize the opinion in your agreement. Do referable transcribe definitions ce the opinion; correction them right in sentences describing your math composition.
• Domain
• Embracing value
• Set
• Factor
• Real computes

Your moderate shaft should be at meanest 250 opinion in diffusiveness. Support your claims with issues from required embodied(s) and/or other literary instrument, and correctly name any references.

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