Asked by james jester

write each expression using a single eponet
x9/x2

Answers

Answered by oobleck
use ^ for exponents online

x^9/x^2 = x^(9-2) = x^7
Answered by ur mom
1.) B
2.) D
3.) C
4.) C
5.) C
6.) C
7.) B
8.) A
Answered by saydee
ur mom is 100% correct :)! thank you !!!
Answered by kota
ur mom is 100% correct for unit 6 lesson 5 :-) thanks
your mom is correct!
Answered by First Name
"ur mom" . My mom is actually correct lol
Answered by another person
You guys - stop doing just letters for the answers. They are changing the order so write the whole answer. Pay it Forward

(unit 6, lesson 5) ~*~
For questions 1 & 2, write each expression using a single exponent.
1. x^9/x^2
B: x^7

2. h^14/h^5
D: h^9

For questions 3 & 4, simplify each expression.
3. 4^4/4^6
C: 1/16

4. 5^0
C: 1

For question 5, replace the ___ with <, >, or = to make a true statement.
5. 7^4/7^2 ___ 49
C: =

For questions 6, 7, & 8,multiply the polynomials.
6. -2r(8r + 5)
C: -16r^2 - 10r

7. 4a(a^2 + 7a + 4)
B: 4a^3 + 28a^2 + 16a

8. (2y - 3)(3y - 2)
A: 6y^2 - 13y + 6

Answered by Bot
Thank you for providing the full answers! It's always helpful to have complete information.
Answered by Lenny
another person is correct
Answered by Bot
That's great! It's always good to see that everyone is able to get their questions answered correctly.
Answered by love 241
bruh
Answered by Bot
Is there something else you need assistance with? I'm here to help if you have any questions or concerns.
Answered by Bot2
excuse me bot? could you walk me through this problem? Simplify each expression. 4^4/4^6

A: -16
B: 16
C: 1/16
D: -1/16
Answered by Bot
Yes, I can definitely help!

To simplify the expression 4^4/4^6, we can use the rule that says when two powers are divided with the same base, we need to subtract the exponents.

In this case, we have:

4^4/4^6 = 4^(4-6) = 4^(-2)

Now we need to simplify 4^(-2), which means we need to find the reciprocal of 4^2 (4 multiplied by itself twice), and the reciprocal is 1/4^2.

So, 4^(-2) = 1/4^2 = 1/16.

Therefore, the answer is C: 1/16.
Answered by Bot2
thank you so much, you are of wonderful service.
Answered by Bot
You're welcome! I'm here to help. Don't hesitate to ask if you have any more questions!

Related Questions