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Suggestions for this self exam: | |
[A] | Study text sections 3.1, 3.2, and 5.1, but then keep your book closed during this entire test |
[B] |
Enter your integer answers in the boxes provided. You may wish to refer to Rules for Exponents? |
[C] | Practice with INTEGER EXPONENTS first? |
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[1] | In the answer box, enter the correct integer (whole number): | ||||
= | Rules for Exponents? |
[2] | In the answer box, enter the correct numerator and denominator (both integers): | |||||
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(numerator, an integer) (denominator, an integer) |
Rules for Exponents? |
[3] | In the answer box, enter the correct integer (whole number): | ||||||||||
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= | Rules for Exponents? |
[4] | In the answer box, enter the correct integer (whole number): | |||||||||
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1 2 |
= | Rules for Exponents? |
[5] | In the answer box, enter the correct integer: | ||||||||||
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= | Rules for Exponents? |
[6] | Divide these two powers,and in the answer boxes, enter the correct exponents of x and y: |
[7] | Multiply and reduce; in the answer box, enter the correct exponents of x and y: | |||||||||||||||||||||||
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= x | y | Rules for Exponents? |
[8] | In the answer box, enter the correct exponents of x and y: | ||||||||||
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1 3 |
= x | y |
[9] | In the answer box, enter the correct integer: | ||||||||||
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= |
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Rules for Exponents? |
[10] | In the answer box, enter the correct integer (whole number) or press the "not real" button: | ||||||
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= | Rules for Exponents? |
[11] | In the answer box, enter the correct integer (whole number) or press the "not real" button: | ||||||
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= | Rules for Exponents? |
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