# algebra 2

posted by .

Rewrite the expression as the sum and/or difference of logarithms, without using exponents. Simplify if possible.
Log of 7(p to the 5th root q to the 9th root) / t²

• algebra 2 -

log7p^5q^9 / t^2 = log7p^5q^9-t^2 =
log7 + 5log(p) + 9log(q) - 2log(t).

## Similar Questions

1. ### Algebra

SIMPLIFY: ROOT 0F 7 * ROOT OF 14 SIMPLIFY: ROOT OF 1/5 EVALUATE, IF POSSIBLE: ROOT OF 9/16 (I GOT 3/4 BUT I WAS NOT SURE IF THAT WAS CORRECT OR NOT) SIMPLIFY. ASSUME X REPRESENTS A POSITIVE NUMBER: ROOT OF 45X^4 ROOT 0F 7 * ROOT OF …

3. ### Algebra

Express as a sum, difference, and product of logarithms, without using exponents log18 7ãx/y
4. ### Intermediate Algebra

Express as a sum, difference, and product of logarithms, without using exponents.logb^3 sqrt x^8 divided by (y^2)(z^5)
5. ### math

Express as a sum, difference, and product of logarithms, without using exponents log b sqrt x^3y^2/z9
6. ### pre calculous

use the properties of logarithms to write the expression as a sum or difference of logarithms or multiples of logarithms. show your work ln x^2/y^3 Assuming x,y AND z are positive use properties of logariths to write the expression …
7. ### Pre- Algebra

1. What is (-7)^5 in expanded form? 2. Simplify the expression. (-3)^4 a. 81 b. -81 c. -12 d. 12 3. Which expression is equivalent to 4x4x4x4x4x4x4x4?