Exam 1: Computation

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Write the following expressions so that no answer includes negative exponents. Assume the variables are nonzero. - y−231y ^ { - 231 }

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Simplify each expression, first as a base to a single power, then, if possible, as a decimal. - 42⋅x14⋅x34 ^ { 2 } \cdot x ^ { 14 } \cdot x ^ { 3 }

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Determine the number of significant digits. -0.0040307

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Write the following expressions so that no answer includes negative exponents. Assume the variables are nonzero. - (m2)−3\left( m ^ { 2 } \right) ^ { - 3 }

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Write the following expressions so that no answer includes negative exponents. Assume the variables are nonzero. - x−11x ^ { - 11 }

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Use your calculator to evaluate the following expressions. If the value is not exact, round your answer to four decimal places. - 16+12+34\frac { 1 } { 6 } + \frac { 1 } { 2 } + \frac { 3 } { 4 }

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Write each decimal number in scientific notation. -0.007048

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Determine the number of significant digits. -1,000,000,001

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Write the following expressions so that no answer includes negative exponents.Assume the variables are nonzero. - 9u3u3\frac { 9 u ^ { 3 } } { u ^ { 3 } }

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Write the following expressions so that no answer includes negative exponents. Assume the variables are nonzero. - (y4)−1\left( y ^ { 4 } \right) ^ { - 1 }

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Simplify each expression, first as a base to a single power, then, if possible, as a decimal. - y9y4\frac { y ^ { 9 } } { y ^ { 4 } }

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Use your calculator to evaluate the following expressions. If the value is not exact, round your answer to four decimal places. - 15+23+315\frac { 1 } { 5 } + \frac { 2 } { 3 } + \frac { 3 } { 15 }

(Multiple Choice)
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Write the following expressions so that no answer includes negative exponents.Assume the variables are nonzero. - m3m−17\frac { m ^ { 3 } } { m ^ { - 17 } }

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Use your calculator to evaluate the following expressions. If the value is not exact, round your answer to four decimal places. - e2\frac { e } { 2 }

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Determine the number of significant digits. -7,998,540

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Simplify each expression, first as a base to a single power, then, if possible, as a decimal. - u19u24\frac { u ^ { 19 } } { u ^ { 24 } }

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Write the following expressions so that no answer includes negative exponents.Assume the variables are nonzero. - x−13x ^ { - 13 }

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Write each decimal number in scientific notation. -0.9992

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Determine the number of significant digits. - (7.7×107)(3.3×1016)16.5×10−1\frac { \left( 7.7 \times 10 ^ { 7 } \right) \left( 3.3 \times 10 ^ { 16 } \right) } { 16.5 \times 10 ^ { - 1 } }

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Write the following expressions so that no answer includes negative exponents. Assume the variables are nonzero. - s−3s−10\frac { s ^ { - 3 } } { s ^ { - 10 } }

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