what is the missing exponent that would make this equation

  1. what is the missing exponent that would make this equation true?k^-5 x k^2/k^2
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    2. SPONGDE asked by SPONGDE
    3. views icon 42 views
  2. What is the missing exponent that would make this equation true? k^-5 ⋅ k^2/k^x = (k^2)^−2
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  3. what is the missing exponent that would make this equation true?(k^(-5)*k^(2))/(kx)=(k^(0))^(-2) a. x=-3 b. x=2 c. x=-5 d. x=0
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    2. shhh asked by shhh
    3. views icon 31 views
  4. What is the missing exponent that would make this equation true?(k^(5)*k^(2))/(k^(x)) = (k^(2))^(-2) x = 3 x = 9 x = 6 x = 11 x
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    2. views icon 52 views
  5. What is the missing exponent that would make this equation true? k^5 ⋅ k^2/k^x = (k^2)^−2
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    2. views icon 39 views
  6. What is the missing exponent that would make this equation true? k^5•k^2/k^x=(k^2)^-2
    1. answers icon 3 answers
    2. views icon 36 views
  7. What is the missing exponent that would make this equation true? k^-5 • k^2/k^x = (k^0) ^-2
    1. answers icon 1 answer
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  8. What is the missing exponent that would make this equation true? k^5⋅k^2/k^x = (k^2)^−2x = 6 x = 0 x = 9 x = 11 x = 1 x = 3
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    2. alyssa asked by alyssa
    3. views icon 40 views
  9. what is the missing exponent that would make this equation true?(k^(5)*k^(2))/(k^(x))=(k^(2))^(-2) a. x=3 b. x=11 c. x=9 d. x=0
    1. answers icon 1 answer
    2. shhh asked by shhh
    3. views icon 30 views
  10. What is the missing exponent that would make this equation true?(k^(-5)*k^(2))/(k^(x)) = (k^(0))^(-2) x = 0 x = 2 x = -3 x = -5
    1. answers icon 1 answer
    2. views icon 33 views