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Algebra II Chapter 1 Review

tonya bell Algebra II 10th grade English 4.0Average rating 4.0 out of 5 (1 rating) 40 cards

Cards in this deck (40)

  1. 11. DRAW THE DIAGRAM FOR REAL #SSEE MIND MAP (SEPARATE WITHIN ALGEBRA 2 TOPIC)
  2. 22. IS √ 5 A REAL NUMBERYES
  3. 33. IS 0 A NATURAL NUMBERNO
  4. 4<, >, OR = 4. 2 ______-22 > -2
  5. 5<, >, OR = 5. √ 0.7 _______.7√ 0.7 > .7
  6. 6<, >, OR = 6. √4 _______2√4 = 2
  7. 7<, >, OR = 7. 7_________3²7 < 3²
  8. 8FIND OPPOSITE AND RECIPROCAL √13-√13 ; 1/√13
  9. 9FIND OPPOSITE AND RECIPROCAL 4 1/2-4 1/2; 1/4.5
  10. 10simplify THE EXPRESSION |-3|3
  11. 11simplify THE EXPRESSION |2-13||-11| = 11
  12. 12simplify FOR THE GIVEN VARIABLE 2(X-Y) - 4(2Y+3X) X = -4; Y = 22(X-Y) - 4(2Y+3X)
    2(-4-2) - 4(2(2)+3(-4))
    2(-6) - 4(4-12)
    -12 - 4(-8)
    -12 - -32
    -12 + 32
    20
  13. 13simplify FOR THE GIVEN VARIABLE 9X - 7Y X = 1; Y = -59X - 7Y
    9(1) - 7(-5)
    9 - -35
    9+35
    44
  14. 14simplify BY COMBINING LIKE TERMS 4(X+2Y) - 4(X+Y)4(X+2Y) - 4(X+Y)
    4X+8Y -4X-4Y
    4Y
  15. 15simplify BY COMBINING LIKE TERMS 8A - 6B + 9C + 2B - 2A + 2D - 4C8A - 6B + 9C + 2B - 2A + 2D - 4C
    8A - 2A - 6B + 2B + 9C - 4C + 2D
    6A - 4B + 5C + 2D
  16. 16SOLVE EACH EQUATION 2X + 10 = 4X + 202X + 10 = 4X + 20
    -4X -10 -4X - 10
    -2X = 10
    -2X/-2 = 10/-2
    X = -5
  17. 17SOLVE EACH EQUATION 3(2-X) = 2(2X-4)3(2-X) = 2(2X-4)
    6-3X = 4X-8
    -6 -4X -4X -6
    -7X = -14
    -7X/-7 = -14/-7
    X = 2
  18. 18Solve for x; find ANY restrictions x/2 + b = 1/ax/2 + b = 1/a
    (2)(x/2) + (2)b = (1/a)(2)
    x + 2b = 2/a
    -2b = -2b
    x = 2/a + 2b
    restrictions: a cannot = 0
  19. 19Solve for x; find ANY restrictions xy -4x = 2xy -4x = 2
    x( y-4) =2
    x(y-4)/(y-4) = 2/(y-4)
    x = 2/(y-4)
    restrictions: y cannot = 4
    (hint: denominator cannot equal 0)
  20. 20Solve for x; find ANY restrictions xy + 2x = axy + 2x = a
    x(y+2) = a
    /(y+2) = /(y+2)
    x = a/(y+2)
    restrictions: y cannot = -2
    (hint: denominator cannot equal 0)
  21. 21Solve for x; find ANY restrictions x/4 + a = b/2x/4 + a = b/2
    (4)(x/4) + (4)a = (4)(b/2)
    x + 4a = 2b
    -4a = -4a
    x = 2b - 4a
  22. 22The length of the sides of the rectangle are in the ratio of 2:6. The perimeter of the rectangle is 256 inches. Find the length of the sides.Perimeter of rectangle = 2b + 2H
    (2)(x) + (6)(x) = 256
    8x/8 = 256/8
    x = 32
    2(32) = 64
    6(32) =192
    64+192 = 256
  23. 23The length of the sides of a triangle are in the ratio of 2:3:4. The perimeter of the triangle is 90 inches. Find the length of the sides.2x + 3x + 4x = 90
    9x /9 = 90/9
    x = 10
    2(10) = 20
    3(10) = 30
    4(10) = 40
  24. 24Solve each inequality. Graph solution 5(2-x) < 7-55(2-x) < 7-5
    10 - 5x < 2
    -10 -10
    -5x/-5 < -8/-5
    x > 8/5 or x > 1 3/5
  25. 25Solve each inequality. Graph solution 3 - 2t < -73 - 2t < -7
    -3 -3
    -2t/-2 < -10/-2
    t > 5
  26. 26Solve each inequality. Graph solution 7x < 14 and 4x > -87x < 14 and 4x > -8
    /7 < /7 and /4 > /4
    x < 2 and x > -2
    -2 < x < 2
  27. 27Solve each inequality. Graph solution 2(x+1) > 2x - 52(x+1) > 2x - 5
    2x + 2 > 2x - 5
    -2x - 2 > -2x -2
    0 > -7
  28. 28Solve equation. Check for extraneous answers 5 + |7+x| = 35 + |7+x| = 3
    -5 = -5
    |7+x| = -2
    no solution
  29. 29Solve equation. Check for extraneous answers |x-6| = 5x + 2|x-6| = 5x + 2
    x-6 = 5x +2 or x-6 = -5x-2
    -x-2 = -x -2 or +5x +6 = +5x +6
    -8/4 = 4x/4 or 6x/6 = 4/6
    -2 = x or x = 2/3
    |-2-6| = 5(-2)+2 or |2/3 - 6| = 5(2/3) +2
    8 not = -5 or 16/3 = 16/3
    solution 16/3 or 5 1/3
  30. 30Solve inequality. Graph solution |3x + 5| + 10 < 5|3x + 5| + 10 < 5
  31. 31Solve inequality. Graph solution |2x + 7 | > -1|2x + 7 | > -1
  32. 32Solve inequality. Graph solution 3|x+7| - 5 < 103|x+7| - 5 < 10
    -5 -5
    3|x+7| < 5
    /3 /3
    |x+7| < 5/3
    x+7 < 5/3 or x+7 < -5/3
    NOT FINISHED
  33. 33Write each specification as an absolute value inequality 21 < c < 2921 < c < 29
    (29+21)/2 = 25
    (29-21)/2 = 4
    -4 < c-25 < 4
    |c-25| < 4
  34. 34Write each specification as an absolute value inequality 3 < c < 53 < c < 5
    (5+3)/2 = 4
    (5-3)/2 = 1
    -1 < c - 4 < 1
    |c - 4| < 1
  35. 35Solve probability In a bag, there are 10 blue marbles, 8 yellow, 12 red, and 20 green P (yellow)8/50 = 4/25
  36. 36Solve probability In a bag, there are 10 blue marbles, 8 yellow, 12 red, and 20 green P (Blue)10/50 = 1/5
  37. 37Solve probability In a bag, there are 10 blue marbles, 8 yellow, 12 red, and 20 green P (not green)30/50 = 3/5
  38. 38Solve probability In a bag of 40 marbles, there are 20 green, 8 black, and the rest are white P (white)12/40 = 3/10
  39. 39Solve probability In a bag of 40 marbles, there are 20 green, 8 black, and the rest are white P (not white)28/40 = 7/10
  40. 40Solve probability In a bag of 40 marbles, there are 20 green, 8 black, and the rest are white P (green)20/40 = 1/2

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10th grade Algebra II Flashcards on Algebra II Chapter 1 Review, created by tonya bell on 27/08/2022.
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