ࡱ > = ? < k bjbjww 4f k + + + + + ? ? ? ? l ? # > w U U U U h h h g# i# i# i# i# i# i# % ' i# + h d h h h i# + + U U ~# h + U + U g# h g# ?" " U pR8 ? R W" S# # 0 # _" , &( @ r &( " &( + " h h h h h h h i# i# h h h # h h h h &( h h h h h h h h h : Exponent Operations Worksheet #1 Name________________________Per_____
Multiplication
Part 1: Expand each expression then evaluate
1.) EMBED Equation.3 = _____ _____ _____ _____ _____ _____ _____ _____ = ______
2.) EMBED Equation.3 = 3.) EMBED Equation.3 =
4.) EMBED Equation.3 = 5.) EMBED Equation.3 =
6.) EMBED Equation.3 = 7.) EMBED Equation.3 EMBED Equation.3 =
8.) If two expressions have the same factor or base, what happens to the exponents when the expressions are multiplied? ____________________________________________________________________________________________________________________________________________________________________________________
Example: (7x2)(2x3)
Part 2: Simplify each expression.
9.) EMBED Equation.3 10.) EMBED Equation.3 11.) EMBED Equation.3
12.) EMBED Equation.3 13.) EMBED Equation.3
Part 3: Find the product of the expressions.
14.) ( EMBED Equation.3 )( EMBED Equation.3 ) 15.) (3 EMBED Equation.3 )(-6 EMBED Equation.3 ) 16.) EMBED Equation.3
17.) EMBED Equation.3 18.) EMBED Equation.3
19.) EMBED Equation.3 20.) *Challenge: EMBED Equation.3
Exponent Operations Worksheet #2 Name________________________Per_____
Power to a Power
Part 1: Expand each expression and write the product.
1.) EMBED Equation.3 = _________ __________ _________ _________ = ____________
2.) EMBED Equation.3 =
3.) EMBED Equation.3 =
4.) EMBED Equation.3 =
5.) What is the fast way to simplify when you raise an exponent to another power (or what can you do instead of expanding)? ____________________________________________________________________________________________________________________________________________________________________________________
Part 2: Find the product. Expand if it helps you.
6.) EMBED Equation.3 7.) EMBED Equation.3
8.) EMBED Equation.3 9.) EMBED Equation.3
10.) EMBED Equation.3 11.) 2 EMBED Equation.3
12.) EMBED Equation.3 EMBED Equation.3 13.) EMBED Equation.3
14.) EMBED Equation.3 15.) EMBED Equation.3
Exponents Operations Worksheet #3 Name ______________________ Per_____
Division
Part 1: Expand each expression to find the quotient.
1.) EMBED Equation.3 = EMBED Equation.3 = _______________
2.) EMBED Equation.3 = EMBED Equation.3 = _______________
3.) EMBED Equation.3 =
4.) EMBED Equation.3 =
5.) Explain why you can subtract exponents when you are dividing two things with the same base. ____________________________________________________________________________________________________________________________________________________________________________________
Part 2: Simplify to find the quotients.
6.) EMBED Equation.3 7.) EMBED Equation.3 8.) EMBED Equation.3
9.) EMBED Equation.3 10.) EMBED Equation.3 11.) EMBED Equation.3
12.) EMBED Equation.3 13.) EMBED Equation.3 14.) EMBED Equation.3
Part 3: Negative Exponents
15.) Anything to the zero power is ______________. Show why this happens by solving this problem. EMBED Equation.3 = ________
Rewrite without negative exponents.
16.) EMBED Equation.3 17.) EMBED Equation.3 18.) EMBED Equation.3
19.) EMBED Equation.3 20.) EMBED Equation.3 21.) EMBED Equation.3
22.) EMBED Equation.3 23.) EMBED Equation.3 24.) EMBED Equation.3
ExponentResult EMBED Equation.3 EMBED Equation.3 EMBED Equation.3 EMBED Equation.3 EMBED Equation.3 EMBED Equation.3 EMBED Equation.3 25.) What is the pattern on the left side of the table with the exponents?
26.) What is the pattern on the right side of the table with the results?
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