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Number Sense - Polynomials

  • 1) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expressions.6x

  •   Number of terms = 1 Coefficient of x = Nil Constant =Nil
  •   Number of terms = Nil Coefficient of x = 1 Constant = 6
  •   Number of terms = 1 Coefficient of x = 6 Constant =Nil
  •   Number of terms =1 Coefficient of x = Nil Constant = 6
  • 2) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expressions. 3x +5y

  •   Number of terms =1 Coefficient of x = 3 Constant = Nil
  •   Number of terms = 2 Coefficient of x = 3 Constant = Nil
  •   Number of terms =2 Coefficient of x = Nil Constant = 3
  •   Number of terms =Nil Coefficient of x = 2 Constant = Nil
  • 3) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 4x² - 7x +5

  •   Number of terms =Nil Coefficient of x = 4 Constant = Nil
  •   Number of terms = 3 Coefficient of x = -7 Constant = 5
  •   Number of terms =3 Coefficient of x = Nil Constant = Nil
  •   Number of terms =2 Coefficient of x = 4 Constant = 2
  • 4) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 16 +5x

  •   Number of terms = 4 Coefficient of x = 5 Constant = 6
  •   Number of terms = 2 Coefficient of x =5 Constant =16
  •   Number of terms =1 Coefficient of x = 5 Constant = 6
  •   Number of terms = 3 Coefficient of x = 7 Constant =6
  • 5) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 4x³ -7x + 2x² - 8

  •   Number of terms = 4 Coefficient of x =-7 Constant =-8
  •   Number of terms = 2 Coefficient of x =-9 Constant =-4
  •   Number of terms = 2 Coefficient of x =-7 Constant =-7
  •   Number of terms = 5 Coefficient of x =-4 Constant =NIL
  • 6) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 2x – 3y + 7

  •   Number of terms = 2 Coefficient of x = 3 Constant = -3
  •   Number of terms = 3 Coefficient of x = 2 Constant = 7
  •   Number of terms = Nil Coefficient of x = 4 Constant = Nil
  •   Number of terms = 2 Coefficient of x = 3 Constant = 2
  • 7) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 7x² – 6x + 5

  •   Number of terms = 2 Coefficient of x = 5 Constant = -6
  •   Number of terms = 3 Coefficient of x = -6 Constant = 5
  •   Number of terms = 3 Coefficient of x = Nil Constant = Nil
  •   Number of terms = 2 Coefficient of x = -6 Constant = Nil
  • 8) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 3x - 5 + 7y

  •   Number of terms = 2 Coefficient of x = 2 Constant = 7
  •   Number of terms = 3 Coefficient of x = 3 Constant = -5
  •   Number of terms = 5 Coefficient of x = -5 Constant = -5
  •   Number of terms = 3 Coefficient of x = Nil Constant = Nil
  • 9) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 7x² – 2y² – 2

  •   Number of terms = 3 Coefficient of x = Nil Constant = -2
  •   Number of terms = 4 Coefficient of x = 7 Constant = -2
  •   Number of terms = 4 Coefficient of x = Nil Constant = 7
  •   Number of terms = 3 Coefficient of x = Nil Constant = Nil
  • 10) Write down the number of terms, coefficient of x (if any) and constant (if any) of the following expression. 9 - 2x

  •   Number of terms = 1 Coefficient of x = Nil Constant = Nil
  •   Number of terms = 2 Coefficient of x = -2 Constant = 9
  •   Number of terms = 1 Coefficient of x = -2 Constant = 9
  •   Number of terms = 9 Coefficient of x = Nil Constant = Nil
  • 11) Simplify the following expression : -3p + 6p

  •   6p
  •   1p
  •   3p
  •   -3p
  • 12) Simplify the following expression : b - 3 + 6 - 2b

  •   -2 + 3b
  •   b² + 3
  •   b + 3
  •   -b + 3
  • 13) Simplify the following expression : 7p - 10p

  •   3p
  •   7p
  •   p² - 3
  •   -3p
  • 14) Simplify the following expression : - 10v + 6v

  •   -10v
  •   -4v
  •   4v
  •   6v
  • 15) Simplify the following expression : - 9r + 10r

  •   r²
  •   r
  •   10r
  •   -1r
  • 16) Simplify the following expressions: 9 + 5r - 9r

  •   -4 +9
  •   -4r +9
  •   r(4-9)
  •   4r -9
  • 17) Simplify the following expressions: 1 - 3v + 10

  •   2v -9
  •   2v +10
  •   v +10
  •   -3v + 11
  • 18) Simplify the following expressions: 4b + 6 - 4

  •   b +2
  •   4b -2
  •   4b + 2
  •   10b -4
  • 19) Simplify the following expressions: 35n - 1 + 46

  •   35n - 45
  •   34n + 46
  •   35n + 45
  •   36n + 45
  • 20) Simplify the following expressions: -33v - 49v

  •   -49v
  •   33v
  •   8v
  •   -82v
  • 21) Expand and simplify where ever necessary: -5(-4 + 8m) - 13

  •   9 + 19m
  •   9 + 18m
  •   5 + 41m
  •   7 - 40m
  • 22) Expand and simplify where ever necessary: 17 - 8(-11 + 4b)

  •   105 - 32b
  •   10 - 11b
  •   95 + 30b
  •   85 + 11b
  • 23) Expand and simplify where ever necessary: -9(7k -19) + 11k

  •   k +11
  •   -52k +171
  •   7k +18k
  •   51k +170
  • 24) Expand and simplify where ever necessary: 4x + 12(-17x + 8)

  •   150x + 93
  •   -200x + 96
  •   90x + 85
  •   85x + 70
  • 25) Expand and simplify where ever necessary: 13 + 4(-3m + 14)

  •   -20m + 70
  •   10m + 93
  •   -12m + 69
  •   -10m + 83
  • 26) Expand and simplify where ever necessary: -2m + 3(6m - 16)

  •   16m - 48
  •   17m - 40
  •   15m + 40
  •   13m - 48
  • 27) Expand and simplify where ever necessary: 6(-5h - 13) + 2

  •   32h + 76
  •   25 h - 70
  •   30h + 73
  •   -30h - 76
  • 28) Expand and simplify where ever necessary: -10(4n - 3) + 13

  •   -40n + 43
  •   35n + 40
  •   23n + 36
  •   20n + 45
  • 29) Expand and simplify where ever necessary: 18(13 - 2z) + 11z

  •   223 - 25z
  •   234 - 25z
  •   230 - 27z
  •   200 - 24z
  • 30) Expand and simplify where ever necessary: 16 - 4(-18 - 2p)

  •   82 + 7P
  •   80 + 5p
  •   83 + 3P
  •   88 + 8p
Maths
S.No Topic Name Date Online Offline
1 LQE Model 12-February
2 Interpreting Functions 11-February
3 Vector and Matrix Quantities 10-February
4 Complex Number 09-February
5 Quantity 08-February
6 Real Number System 05-February
7 Quadratic Equations - Inequalities 04-February
8 Algebra 02-February
9 Quadratic Functions 01-February