Lesson Example Discussion Quiz: Class Homework |
Quiz Discussion |
Title: Representing Radicals with Exponents |
Grade: 8-b Lesson: S2-L1 |
Explanation: Let us discuss a few questions on this topic and review the answers to every question. |
Quiz: Discussion in Class
Problem Id | Problem | Options |
---|---|---|
Steps 1 |
Change the following exponential expressions to radical expressions \$(7x)^(2/5)\$. |
A) \$root(5)(7x)^2\$ B) \$root(7)(5x)^2\$ C) \$root(5)(2x)^5\$ D) \$root(2)(5x)^7\$ |
Steps 2 |
Change the following exponential expressions to radical expressions \$14 x^(2/3)\$. |
A) \$14 root(2)(x^3)\$ B) \$3 root(14)(x^2)\$ C) \$2 root(14)(x^3)\$ D) \$14 root(3)(x^2)\$ |
Steps 3 |
Change the following radical expressions to exponential expressions \$root(3)(xy)^4\$. |
A) \$(xy)^(4/3)\$ B) \$(xy)^(3/4)\$ C) \$(4/3)^(xy)\$ D) \$(x4)^(3/y)\$ |
Steps 4 |
Change the following exponential expressions to radical expressions \$(9xy)^(1/3) \$. |
A) \$root(9)(3xy)\$ B) \$root(3)(9xy)\$ C) \$root(6)(3xy)\$ D) \$root(6)(9xy)\$ |
Steps 5 |
Change the following radical expressions to exponential expressions \$root(3)(a^3 b^4)^2\$. |
A) \$(a^3 b^3)^(3/2)\$ B) \$(a^4 b^2)^(3/2)\$ C) \$(a^3 b^4)^(2/3)\$ D) \$(a^3 b^2)^(3/2)\$ |
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