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- 1. Multiple ChoiceIn order to multiply powers with the same base, we add their exponents.TrueFalse
- 2. Multiple ChoiceSimplify the expression:
c4⋅c3=c12c4+3c7 - 3. Multiple ChoiceSimplify the expression:
52⋅51=5353+152 - 4. Multiple ChoiceSimplify the expression: 3x2⋅x2=3x3x2+23x4
- 5. Multiple ChoiceSimplify the expression: r6⋅r2⋅r3=r6+2+3r1111r
- 6. Multiple ChoiceWhen there is no exponent connected to the base it means the power is 0?
Ex: x= x0TrueFalse - 7. Multiple ChoiceWrite the exponent form of this expression: n⋅n⋅n⋅s⋅s⋅s⋅2⋅2=22⋅n3⋅s322ns64(3n)(3s)
- 8. Multiple ChoiceWrite the exponent form of this expression: (5⋅5⋅5)⋅(5⋅5)=125⋅2553⋅5255
- 9. Multiple ChoiceWrite the exponent form of this expression: (x⋅x⋅x)⋅(x⋅x)3x⋅2x5xx5
- 10. Multiple ChoiceTrue or false: 52<23TrueFalse
- 11. Multiple Choice104=100010400
- 12. Multiple ChoiceSimplify the expression.
x4 (x12)x3x48x16x8 - 13. Multiple Choicen2⋅n4n2n8n6n²²
- 14. Multiple ChoiceSimplify the expression:
c4⋅c3=c12c4+3c7 - 15. Multiple ChoiceSimplify the expression:
52⋅51=5353+152 - 16. Multiple ChoiceSimplify the expression: 3x2⋅x2=3x3x2+23x4
- 17. Multiple ChoiceSimplify the expression: r6⋅r2⋅r3=r6+2+3r1111r
- 18. Multiple ChoiceWrite the exponent form of this expression: (5⋅5⋅5)⋅(5⋅5)=125⋅2553⋅5255
- 19. Multiple ChoiceWhat operation do you use with exponents?additionsubtractionmultiplicationdivision
- 20. Multiple ChoiceWhat special word do you use for the exponent of 2?squaredcubedtriangledboxed
- 21. Multiple ChoiceWhat is the exponent form for the factors
5 x 5 x 5?3553 - 22. Multiple ChoiceWhich number is the BASE?
23 = 8238 - 23. Multiple ChoiceWhich number is the BASE?
23 = 8238not here - 24. Multiple ChoiceWhich number is the EXPONENT?
42 = 164216not here - 25. Multiple ChoiceWrite the exponent form of this expression: (5⋅5⋅5)⋅(5⋅5)=125⋅2553⋅5255
- 26. Multiple ChoiceWrite the exponent form of this expression: (x⋅x⋅x)⋅(x⋅x)3x⋅2x5xx5
- 27. Multiple ChoiceWrite the exponent form of this expression: n⋅n⋅n⋅s⋅s⋅s⋅2⋅2=22⋅n3⋅s322ns64(3n)(3s)
- 28. Multiple Choice
The product rule states that when multiplying powers with the same base __________________ the exponents.
subtract
add
multiply
divide
- 29. Multiple ChoiceIn order to multiply powers with the same base, we add their exponents.TrueFalse
- 30. Multiple ChoiceSimplify the expression:
52⋅51=5353+152 - 31. Multiple ChoiceSimplify the expression: 3x2⋅x2=3x3x2+23x4
- 32. Multiple Choice
Simplify the following expression:
x5 ⋅ x4
x9
x20
2x9
9x
- 33. Multiple Choice
Simplify the following expression:
3x4 ⋅ 6x6
18x10
9x10
18x24
9x24
- 34. Multiple Choice
Which number is the BASE?
23 = 8
2
8
3
238
- 35. Multiple Choice
52 , in this example, 5 is the ______ and 2 is the _______
base, product
exponent, base
base, exponent
product, base
- 36. Multiple Choice
Which expression is in expanded form?
53
5x5x5
125
53
- 37. Multiple Choice
22 x 23
46
45
26
25
- 38. Multiple Choice
x20 . x10
x30
x200
2x30
x10
- 39. Multiple Choice
2 * 22 *22
24
84
36
25
- 40. Multiple Choice
How do you correctly say 43
4 squared
3 quadrupled
4 cubed
4 to the power of 2
- 41. Multiple ChoiceSimplify the expression.
(6x2)(-3x5)18x7-18x718x73x7 - 42. Multiple Choicen2⋅n4n2n8n6n²²
- 43. Multiple Choice
Simplify
x2 ∗ x6
x8
x4
x12
2x8
- 44. Multiple Choice
Simplify
c12 ∗ c13
c25
c156
c123
2c25
- 45. Multiple Choice
Simplify
(v5)(v5)
v10
v25
2v10
2v25
- 46. Multiple Choice
Simplify
4 ∗ x
4x
4x2
x2
4
- 47. Multiple ChoiceWhat special word do you use for the exponent of 2?squaredcubedtriangledboxed
- 48. Multiple ChoiceSimplify y0y011y
- 49. Multiple ChoiceSimplify the expression x5x7x35x12x2x-2
- Answer choicesTagsAnswer choicesTags