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EN L3

Math I Get it 10 preguntas

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Preguntas del test (10)

1Simplify the expression.
\[(x^4)^ 8\]
1. A\[x^{32}\]
2. B\[x^{12}\]
3. C\[x^4\]
4. D\[x^2\]
2Simplify the expression.
\[(2x^3)^ 3\]
1. A\[8x^9\]
2. B\[6x^9\]
3. C\[5x^6\]
3Simplify the expression.
\[(-4x^3)^ 2\]
1. A\[16x^6\]
2. B\[-16x^5\]
3. C\[-8x^6\]
4. D\[-8x^5\]
4Simplify the expression.
\[(3x^3y^4)^ 4\]
1. A\[81x^{12}y^{16}\]
2. B\[12x^{12}y^{16}\]
3. C\[12x^{7}y^{8}\]
5Simplify the expression.
\[(-2x^5)^ 3\]
1. A\[-8x^{15}\]
2. B\[8x^{15}\]
3. C\[-8x^8\]
4. D\[8x^8\]
6Simplify.
1. A\[\frac{x^{15}}{y^{20}}\]
2. B\[\frac{x^{9}}{y^{13}}\]
3. C\[\frac{x}{y^5}\]
7Simplify.
1. A\[\frac{1}{x^{10}}\]
2. B\[x^{10}\]
3. C\[x^{3}\]
4. D\[\frac{1}{x^{7}}\]
8Simplify.
1. A\[\frac{1}{x^{20}}\]
2. B\[x^{15}\]
3. C\[\frac{1}{x^{15}}\]
4. D\[x^{20}\]
9Simplify.

\[(x^4)^{-3}\]
1. A\[\frac{1}{x^{12}}\]
2. B\[x^{12}\]
3. C\[x\]
4. D\[x^7\]
10\[(x^{-3}y^4)^{-5}\]
1. A\[\frac{x^{15}}{y^{20}}\]
2. B\[x^{15}y^{20}\]
3. C\[\frac{1}{x^8y}\]

Descripción: In this quiz, students will have the opportunity to practice applying the power to a power property to simplify monomials.
Autor: Math I Get it
Idioma: English
Visitas: 88
Etiquetas: power to a power exponent property exponents mathematics primary school leaving examination
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