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| Suggestions for this self exam: | |||||||||||||
| [A] | Study text section 4.3 , but then keep your book closed during this entire test | ||||||||||||
| [B] | Enter your answers in the boxes provided. Check them when you've finished. | ||||||||||||
| [C] |
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| [D] | The LCD ("least common denominator": "d" in the paragraph above), is the smallest number which is a multiple of all denominators in a sum. Typically, we find the LCD by factoring all denominators into prime (unfactorable) expressions. The LCD then includes any prime expression as a factor, and includes it as many times as that denominator which contains it most abundantly. | ||||||||||||
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| [3] | Enter the correct numerator and denominator of the reduced difference: | |||||||
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| [4] | First determine the LCD for the fractions to be added below. Then, in the answer box, enter the numerator of the correct reduced sum: | ||||||||||
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| [5] | First determine the LCD for the fractions to be subtracted below. Then, in the answer box, enter the numerator of the correct reduced difference: | ||||||||||
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| [6] | First determine the LCD for the fractions to be added and subtracted below. Then, in the answer box, enter the numerator of the correct reduced sum (right side): | ||||||||||||
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| [7] | First determine the LCD for the fractions to be added below. Then, in the answer box, enter the numerator of the correct reduced sum: | ||||||||||
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| [8] | First determine the LCD for the fractions to be subtracted below. Then, in the answer box, enter the numerator of the correct reduced difference: | |||||||||||
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| [9] | First determine the LCD for the fractions to be added below. Then, in the answer box, enter the numerator of the correct reduced sum: | ||||||||||
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| [10] | First determine the LCD for the fractions to be subtracted below. Then, in the answer box, enter the numerator of the correct reduced difference: | ||||||||||
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| [11] | First determine the LCD for the fractions to be added below. Then, in the answer box, enter the numerator of the correct reduced sum: | ||||||||||
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