Name______________________________________________ Block_________ Exponent Review Simplify the expression as much as possible. Circle your answer. 1. π₯ 4 β π₯ 2 2. π§ 2 β π§ β π§ 3 3. (π₯ 5 )2 4. [(π β 2)2 ]6 5. β(5π₯)2 6. (β5π₯)2 7. (7π₯π¦)2 8. (β10π₯ 6 )2 β π₯ 2 9. (β8π4 )2 β π3 10. 6π 2 β (2π 5)4 11. β(2π4 )3(2 π7 ) 12. (2 π¦ 5 ) (2π¦ 2 )4 13. (3π₯ 5 )3 (2π₯ 7 )2 14. (β10π)2 (β4π 3)3 15. π¦ 8 β π¦ 15 π 4 π 9 16. (π ) π₯2 19. (3π¦ 3) 3 17. (π¦ ) 2 4π 3 20. (π2) 3 1 1 4 3 18. (β π₯) 3π₯ 3 2 1 21. ( 2π¦ ) β π₯ 2 22. ( 2π₯ 3 3 1 π4 3 3 5 2 2π₯ 4 23. 8π5 β ( π2 ) 24. (β π₯) β ( π¦ 3 ) 25. π₯ β4 26. 2π¦ β3 27. (4π)β3 28. (β11β)β2 29. π₯ 2 π¦ β3 30. 5πβ3 πβ4 31. (6π₯ β2 π¦ 3 )β3 32. (β15ππ2 )0 33. 34. π¦ ) β 6π₯ 3 π₯ β5 π¦2 1 37. (β2π§)β2 12π₯ 8π¦ β7 40. (4π₯ β2π¦ β6)2 1 35. 8π₯ β2π¦ β6 9 38. (3π)β3 π β2 π β4 1 36. 15π₯ 10π¦ β8 39. (3π₯)β3 π¦ 4 βπ₯ 2 π¦ β6 2 Multiple choice. Circle your answer. 41. Which expression is equivalent to (β9)6? a) (β9)2 (β9)3 42. Which expression is equivalent to 36π₯12 ? a) (6π₯ 3 )4 b) (β9)(β9)5 b) 12π₯ 4 β 3π₯ 3 c) [(β9)4 ]2 c) 3π₯ 3 β (4π₯ 3 )3 d) [(β9)3 ]3 d) (6π₯ 5 )2 β π₯ 2 7π₯ 3 2 43. Which expression is equivalent to (2π¦4 ) ? a) b) c) d) 7π₯ 5 2π¦ 6 44. Which expression simplifies to 2π₯ 4? a) 2π₯ β4 b) 7π₯ 6 2π¦ 8 49π₯ 5 4π¦ 6 49π₯ 6 4π¦ 8 45. Which expression is equivalent to (β4 β 20 β 3)β2? a) β12 1 b) β 144 c) 0 1 d) 144 c) d) 32 (2π₯)β4 1 2π₯ β4 8 4π₯ β4 Challenge problems: Simplify as much as possible. Circle your answer. 46. (β3π₯ 2 π¦)3 (11π₯ 3 π¦ 5)2 48. (β2)(β5π 3 π π‘)3(β2π 4 π π‘ 7 )2 50. 2π 3 π‘ 3 π π‘ 2 52. ( β 3π₯ 3 π¦ π₯2 (3π π‘)3 3 49. ( 2π2 π3 3ππ 2π 5π 4 ) 2 51. ( 4π2 ) β ( π 2 π‘ ) β( 47. β(βπ₯π¦ 2 π§ 3)5 (π₯ 4 π¦π§)2 π¦2π₯ 4 5π¦ 2 ) ππ4 5π 2 )
© Copyright 2026 Paperzz