Log in
Sign up for FREE
arrow_back
Library
115: Simplifying nth Roots; Diff Roots
By Marjorie Brewer
star
star
star
star
star
Share
share
Last updated almost 5 years ago
12 questions
Add this activity
1
1
1
1
1
1
1
1
1
1
1
0
Bell Assignment:
Simplify each
Question 1
1.
10\sqrt{7}-10\sqrt{63}
visibility
View drawing
Question 2
2.
-2x\sqrt{8x}-3\sqrt{2x^3}
visibility
View drawing
Review exponent rules!
Question 3
3.
x^2\cdot x^5
Question 4
4.
\frac{x^9}{ x^5}
Question 5
5.
(x^3)^5
Notes L6-6b:
Using Rational Exponents to simplify Radicals of Different roots.
For each, as a single radical using the smallest possible root.
ex: \LARGE \frac{\sqrt{p}}{\sqrt[5]{p^2}}
Question 6
6.
\LARGE \frac{\sqrt{x^3}}{\sqrt[3]{x^4}}
visibility
View drawing
Question 7
7.
\LARGE \frac{\sqrt[3]{y^8}}{\sqrt[5]{y}}
visibility
View drawing
Question 8
8.
\LARGE {\sqrt[4]{\sqrt{m^5}}}
visibility
View drawing
Question 9
9.
\LARGE \sqrt[5]{x^7}\cdot\sqrt{x^3}
visibility
View drawing
Question 10
10.
\LARGE {\sqrt[3]{\sqrt[5]{m^6}}}
visibility
View drawing
Question 11
11.
\LARGE \sqrt[5]{x^4}\cdot\sqrt[4]{x^{11}}
visibility
View drawing
Question 12
12.
Choose all that are true
I am confident in this lesson.
I would like some assistance.
I can use rational exponents to combine roots of roots.
I can use rational exponents to multiply two different roots.
I can use rational exponents to divide two different roots.
FINISH DELTAMATH!