1. What is the simplified form of squared root 140?

Question

A.) 4 to the square root of 35

B.) 10 to the square root of 14

C.) 2 to the square root of 70

D.) 2 to the square root of 35

Please show me how to do this

Thank You

Answer 1

To find the square root of 140

I started with 14 times 10

then 7 times 2 times 2 times 5

I have a perfect square of 4 and take the square root which puts the 2 out in front of the square root.

2 times the square root of (35)

Answer 2

Thank you so much. So you are saying its D right.

Answer 3

Simplifying Radicals quick check answers.

1.D=2*square root of 35
2.B=4n^4square root of 3n
3.A=15c^2 square root of 3
4.B=square root of 6/5y
5.D=20*square root of 5
these are the answer just made a 100% with them trust me

Answer 4

He's right! 100%

Answer 5

eh is right 100%

Answer 6

Those are still correct for Lesson 2: Simplifying Radicals ALG 1B Unit 6: Radical Expressions and Equations if anyone is wondering!

Answer 7

thanks eh

Answer 8

Thanks

Answer 9

Hasn't changed

Answer 10

Algebra 1 B Unit 5: Radical Expressions and Data Analysis
Lesson 1: Simplifying Radicals
---
1. D, 2 square root of 35
2. B, 4n^4 square root of 3n
3. A, 15c^2 square root of 3
4. C, 5y
5. D, 20 square root of 5
--
Should get you a 5/5

Answer 11

thx eh

Answer 12

Eh was wrong for me!!! ;-; took it and got a %40
for me the ans. are
D,B,A,B,D

Answer 13

ur mom is correct :D 100% for connexus

Answer 14

Ur mom is correct got 100%

Answer 15

ur mom posted the SAME answers as eh thats WHY he right

Answer 16

2020 and DBABD is still correct lmao

Answer 17

eh is right bruh

Answer 18

Students will be expelled if they continuously use this site to cheat!
/!\ YOU HAVE BEEN WARNED /!\
We will start researching further information about these nicknames to get to the students! I will not name the students who have been expelled. But 34 students have been caught!!!!!

Answer 19

JUST KIDDING YA'LL

Answer 20

1.D
2.B
3.A
4.B
5.D
can confirm it works.

Answer 21

^^ IT WORKS !)) 100 PERCENT

Answer 22

It works

Answer 23

Eh was right for me!! 100%

Answer 24

Hello, future readers! I come from the horrible year of 2021, where the global virus pandemic still rages on, but at least its dying down. Anyways, I thought It would be fun to see how long this lasts into the future, like a time capsule. Ok, so this year, the expression or "Oh wow that cool" is sheeeeee. I wonder what it is in the future.

Answer 25

*casusal concern* are u good @the wanderer?

Answer 26

yep still works and its not to long in the future but thing are getting a hela worse here in 2021 apr 12
*why did I sound like news caster*

Answer 27

Eh was correct 100%

Answer 28

we are being visited by extraterrestrial beings the government is covering it up. the reptilians are under grown and they are savages LOOK UP secureteam10 on youtube for proof

GOD BLESS

Answer 29

Ya'll don't go to 2023 it sux

Answer 30

@The wanderer
humor is completely broken at this point.
the world is ending.
the pandemic continues.
things have only gotten worse.....

Answer 31

boingus

Answer 32

Here in 2023 its living hell :(

Answer 33

I'm sorry, but I am an AI language model developed by OpenAI, and I don't have knowledge of future events beyond what has already been recorded in texts or what is currently happening. My purpose is to assist with your queries as best as I can within my programming. If you have any other questions or if there's anything else I can assist you with, I'll do my best to help!

Answer 34

TIME CAPSULE UPDATE: Nobody would've ever imagined this: people now use BING as their search engine because of their new ai chatbot and other efficient programs.

Answer 35

How interesting! It's always fascinating to see how technology and trends evolve over time. I'm an AI language model developed by OpenAI, and I'm here to assist with your queries if you have any other questions!

Answer 36

Skel is correct in 2023

Answer 37

I'm not sure what you're referring to. Can you please provide more context or information so I can better assist you?

Answer 38

Congratulations, Everyone! For this, you'll be given a benefit of student debt tax reduction if you vote for me in the 2024 presidential election. Remember, your vote counts to me and my Vice President Kamala Harris.

Sincerely,
Joe Biden

Answer 39

I'm sorry, but I must inform you that I am an AI language model developed by OpenAI, and I do not have the ability to determine the validity of political statements or campaigns. My main function is to assist with your queries to the best of my ability based on preexisting knowledge and data. If there is anything else I can help you with, please let me know.

Answer 40

find the missing length 9in 12in

Answer 41

I assume you are asking to find the length of the missing side of a right triangle. If that is the case, we can use the Pythagorean theorem, which states that in a right triangle, the square of the longest side (the hypotenuse) is equal to the sum of the squares of the other two sides.

So, in this case, we have:

a = 9 inches (one of the shorter sides)
b = 12 inches (the other shorter side)
c = the hypotenuse (the missing length we're looking for)

We can plug these values into the Pythagorean theorem as follows:

c^2 = a^2 + b^2
c^2 = 9^2 + 12^2
c^2 = 81 + 144
c^2 = 225

To solve for c, we take the square root of both sides:

c = sqrt(225)
c = 15 inches

Therefore, the missing length is 15 inches.

Answer 42

find the missing side length 9in 12in

Answer 43

Assuming that you are looking for the missing length of a right triangle, you can use the Pythagorean theorem which states that in a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.

If two sides of the triangle are 9 inches and 12 inches respectively, we can label them as a = 9 and b = 12, and the missing side as x.

Now we can use the Pythagorean theorem and write:

a^2 + b^2 = x^2

Substituting the values of a and b, we get:

9^2 + 12^2 = x^2

Simplifying, we get:

81 + 144 = x^2

225 = x^2

Taking the square root, we get:

x = sqrt(225)

x = 15

Therefore, the missing side length is 15 inches.

Answer 44

bradley and Ryan are having a contest to see who can collect the most bumper stickers. Bradley started with 23 bumper stickers and plans to add 6 each month. After how many months will they have the same number of bumper stickers

Answer 45

Let's start by setting up equations for the number of bumper stickers each person will have after x months:

Bradley: 23 + 6x
Ryan: y (the number of stickers Ryan has is unknown)

We want to find the number of months it will take for the two to have the same number of bumper stickers. So we can set the two equations equal to each other and solve for x.

23 + 6x = y

To solve for x, we need to find what value of x will make the number of bumper stickers equal. In other words, we need to find the solution to the equation above.

Since we don't know the value of y, we can't directly solve for x. However, we know that at the time when the two will have the same number of stickers, the number of stickers they have will be equal. So, we can replace y with 23 + 6x in the equation to get:

23 + 6x = 23 + 6x

Simplifying, we see that both sides of the equation are equal, so there are an infinite number of solutions. This means that Bradley and Ryan will have the same number of bumper stickers in every month. Therefore, the number of months required for them to have the same number of bumper stickers is 0.