Degree 1st Year 1st Sem Maths Important Questions

  1. Solve the equation: 2x+3=11.
  2. Find the value of y if 3y−4=20.
  3. Simplify the expression: 4x2−3x+2 for x=3.
  4. Evaluate: 56×4565​×54​.
  5. Find the perimeter of a rectangle with length 1010 units and width 66 units.
  6. If f(x)=3x2−2x+5, findf(2).
  7. Solve the inequality: 3x−8<13.
  8. Factorize the expression: x2−9x+14.
  9. Find the solution set of the equation: 2x−6=0
  10. Solve the simultaneous equations:{3x−2y=72x+5y=13​
  11. Evaluate the expression: 36+23×936​+32​×9.
  12. Find the value of 4x−7=5.
  13. If g(x)=x3+3x2−2x+6, find �(−2)g(−2).
  14. Solve the inequality:2−3x≤8.
  15. Determine the domain of the function h(x)=x−31​.
  16. Factorize the quadratic expression: x2+7x+10.
  17. Find the value of y if 2y−5=15.
  18. Ifp(x)=x3−6x2+7x−3, find p(1).
  19. Simplify the expression: 34×23÷5643​×32​÷65​.
  20. Solve the equation: 5x−2=18.
  21. Find the value ofy if4y−6=22.
  22. Simplify the expression: 3x2−4x+7 for x=−2.
  23. Evaluate: 12×3421​×43​.
  24. Find the perimeter of a rectangle with length 1212 units and width 88 units.
  25. If f(x)=2x2−5x+3, find f(−1).
  26. Solve the inequality: 2x+9>21.
  27. Factorize the expression: x2−8x+12.
  28. Find the solution set of the equation: 3x−9=0.
  29. Evaluate the expression: 49+12×1049​+21​×10.
  30. Find the value of x if 2x+1=9.
  31. If g(x)=x3+x2−5x+4, find g(0).
  32. Solve the inequality: 3−2x<13.
  33. Determine the domain of the functionh(x)=x−11​.
  34. Factorize the quadratic expression: x2+6x+5.
  35. Find the value of y if 3y−4=10.
  36. If p(x)=x3−2x2+3x−1, find p(3).
  37. Simplify the expression: 45×34÷2354​×43​÷32​.
  38. Solve the equation: 3x+4=22.
  39. Find the value of y if 2y−7=17.
  40. Simplify the expression: 2x2−x+3 for x=4.
  41. Evaluate: 78×3587​×53​.
  42. Find the perimeter of a rectangle with length 1515 units and width 99 units.
  43. If f(x)=x2−3x+2, find f(1).
  44. Solve the inequality: 4x−8>20.
  45. Factorize the expression: x2−10x+24.
  46. Find the solution set of the equation:2x−8=0.

These questions cover various topics such as equations, inequalities, functions, factorization, arithmetic operations, and simultaneous equations.

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