Simplifying Monomials
  • 1. What do you do with the exponents in the problem below? b7 * b2
A) subtract the exponents
B) add the exponents
C) multiply the exponents
  • 2. You ADD the exponents when multiplying, monomials. Simplify a7 * a2
A) a14
B) a9
C) a5
  • 3. What do you do with the exponents in this problem? x7/x3
A) multiply the exponents
B) subtract the exponents
C) add the exponents
  • 4. You SUBTRACT the exponents when dividing monomials. Simplify b7/b3
A) b21
B) b4
C) b10
  • 5. What do you do with the exponents in the problem below? (v4)2
A) add the exponents
B) subtract the exponents
C) multiply the exponents
  • 6. You MULTIPLY the exponents. Simplify (v4)2
A) v8
B) v2
C) v6
  • 7. What do you do with the exponents in the problem below? y7/y4
A) add the exponents
B) multiply the exponents
C) subtract the exponents
  • 8. You SUBTRACT the exponents when dividing monomials. Simplify y7/y4
A) y3
B) y28
C) y11
  • 9. What two (2) rules will you use when you simplify the following problem? (-2a3b)2 * 8ab9
A) Power and Quotient
B) Product and Power
C) Quotient and Negative
  • 10. What two (2) rules will you use when you simplify the following problem: 2k4 * 10k-7
A) Power and Product
B) Quotient and Power
C) Negative and Quotient
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