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Questions and Answers
What is $1^2$?
What is $1^2$?
1
What is $2^2$?
What is $2^2$?
4
What is $3^2$?
What is $3^2$?
9
What is $4^2$?
What is $4^2$?
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What is $5^2$?
What is $5^2$?
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What is $6^2$?
What is $6^2$?
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What is $7^2$?
What is $7^2$?
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What is $8^2$?
What is $8^2$?
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What is $9^2$?
What is $9^2$?
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What is $10^2$?
What is $10^2$?
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What is $11^2$?
What is $11^2$?
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What is $12^2$?
What is $12^2$?
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The multiplication rule with fractions states to multiply the ______ together, then the ______.
The multiplication rule with fractions states to multiply the ______ together, then the ______.
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What is $1^2$?
What is $1^2$?
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What is $2^2$?
What is $2^2$?
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What is $3^2$?
What is $3^2$?
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What is $4^2$?
What is $4^2$?
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What is $5^2$?
What is $5^2$?
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What is $6^2$?
What is $6^2$?
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What is $7^2$?
What is $7^2$?
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What is $8^2$?
What is $8^2$?
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What is $9^2$?
What is $9^2$?
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What is $10^2$?
What is $10^2$?
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What is $11^2$?
What is $11^2$?
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What is $12^2$?
What is $12^2$?
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A____________ording to the multipli______ation rule with fra______tions, $\fra______{a}{b} * \fra______{}{d} = \fra{a(______dot)}{b(______dot)}$?
A____________ording to the multipli______ation rule with fra______tions, $\fra______{a}{b} * \fra______{}{d} = \fra{a(______dot)}{b(______dot)}$?
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Accor______ing to the ivision rule of fractions, $\frac{a}{b} / \frac{c}{} = \frac{a(\c______ot)}{b(\c______ot)}$?
Accor______ing to the ivision rule of fractions, $\frac{a}{b} / \frac{c}{} = \frac{a(\c______ot)}{b(\c______ot)}$?
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What is the addition rule of fractions?
What is the addition rule of fractions?
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Study Notes
Square Numbers
- The square of 1 is 1 (1^2 = 1).
- The square of 2 is 4 (2^2 = 4).
- The square of 3 is 9 (3^2 = 9).
- The square of 4 is 16 (4^2 = 16).
- The square of 5 is 25 (5^2 = 25).
- The square of 6 is 36 (6^2 = 36).
- The square of 7 is 49 (7^2 = 49).
- The square of 8 is 64 (8^2 = 64).
- The square of 9 is 81 (9^2 = 81).
- The square of 10 is 100 (10^2 = 100).
- The square of 11 is 121 (11^2 = 121).
- The square of 12 is 144 (12^2 = 144).
Fraction Rules
- Multiplication Rule: Multiply numerators and denominators separately. For example, a/b * c/d = ac/bd.
- Division Rule: To divide fractions, multiply by the reciprocal of the second. For example, a/b ÷ c/d = ad/bc.
- Addition/Subtraction Rule: Add or subtract fractions by finding a common denominator; for example, a/b + c/d needs a common denominator before performing the operation.
Studying That Suits You
Use AI to generate personalized quizzes and flashcards to suit your learning preferences.
Description
Test your knowledge of algebraic squares with these flashcards. Each card presents a number and its square, helping you reinforce your understanding of basic algebra concepts. Perfect for preparing for the Accuplacer exam.
