Grade 9 Math: Linear Relations and Equations Intro to Exponents

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Which of the following answers best represent this statement: $$x^8$$

8 is the base and \( x \) is the exponent
\(x\) is the base and \(x\) is the exponent
\(x\) is the base and 8 is the exponent
8 is the base, 8 is the exponent
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What is the expanded form of the following equation: $$2^4\times 2^3+3^3$$

$$2\times2\times2\times2\times2\times2\times2 + \times3\times3\times3 $$
$$2\times2\times2\times2\times2\times2\times2\times2 + \times3\times3\times3 $$
$$2\times2\times2\times2\times2\times2 + \times3\times3\times3 $$
$$2\times2\times2\times2 + \times3\times3\times3 $$
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What is exponential form for the following equation: $$8\times3\times2\times 2\times8\times2\times8\times8 $$

$$8^4\times2^2 \times3\ $$
$$8^4\times2^2 \times3^1\ $$
$$8^4+2^2+3^1\ $$
a and b
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What is the expanded form of the following equation: $$8+4^2\times 9^3+3^3$$

$$8+4\times4\times9\times9\times9+3\times3\times3\times3$$
$$8+4\times4\times9\times9\times9+3\times3\times3$$
$$8+4\times9\times9\times9+3\times3\times3$$
$$8+4\times9\times9+3\times3\times3$$
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What is exponential form for the following equation: $$4\times4\times3\times 3\times4\times4\times2\times3+3\times2\times3 $$

$$4^4\times2^3 \times2+3^2\times2 $$
$$4^4\times3^3 \times2+3^2\times2 $$
$$4^4\times3^5 \times2^2$$
$$4^3\times3^3 \times2+3^2\times2 $$
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