What is 30 divided by 8.5

Answers

Answer 1
Answer: 30 / 8.5 \n \n 3.5294 \n \n Answer: \fbox {3.5294}

This problem can be solved by doing long division. 
Answer 2
Answer: (30)/(8.5) = \boxed{\bf{3.52941176471}}

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(5p+11)-(3p+7)=-4 ^^please show the work with the answer. also, if you could do the check, that would be very helpful. thank you soooo much :))
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Five less than twice a number is 7

Answers

Make the number a variable x and make an equation
2x-5=7
Then solve
2x=12
x=6
Hope this helps. 
5 less than twice a number is 7Is 6.Answer =6

NEED AN ANSWER ASAP!!! Will Mark Brainliest!!!
Select the graph of the solution. Click until the correct graph appears. |x| = 1

Answers

A little confused by your question, but it might go something like this?

1 < x <  - 1

Answer:

the one with no arrows and only two dots


Step-by-step explanation:


How do I solve for x?

Answers

Divide each side of the inequality by  16 .

What does prime fractorization

Answers

Math Term DefinitionPrime factorizationPrime factorization is finding the factors of a number that are all prime. Here's how you do it: Find 2 factors of your number. Then look at your 2 factors and determine if one or both of them is not prime.
Prime factorization is finding which prime numbers can be multiplied to get the number that they give you originally E.J. if they give you 24 and find 2 numbers that factor it the first that would come to mind would be 12 times 2 well 2 can't be simplified no more but 12 can, 12 can have factors of 3 and 4, now 3 cant be factored but 4 can, 4 can be multiplied by 2 times 2... so now that you factored it completely you know that 2*2*2*3=24. lets check it out 2 times 2 is 4 4 times 2 is 8 and 8 times 3 is 24. this means our factors are correct!!! 

Hope this helps

PLEASE HELP ASAPPP !!!

Answers

Step-by-step explanation:

Given the function

f\left(x\right)=(1)/(2)\cdot 2^x

  • Putting x = -2

(1)/(2)\cdot \:2^(-2)=(1)/(2)\cdot (1)/(4)=(1)/(8)

so

(x, f(x)) will be (-2, 1/8)

  • Putting x = -1

(1)/(2)\cdot \:\:2^(-1)=(1)/(2)\cdot \:(1)/(2)=(1)/(4)

so

(x, f(x)) will be (-1, 1/4)

  • Putting x = 0

(1)/(2)\cdot \:2^0=(1)/(2)

so

(x, f(x)) will be (0, 1/2)

  • Putting x = 1

(1)/(2)\cdot \:\:2^1=2\cdot \:(1)/(2)=1

so

(x, f(x)) will be (1, 1)

  • Putting x = 2

(1)/(2)\cdot \:\:2^2=4\cdot \:(1)/(2)=2

so

(x, f(x)) will be (2, 2)

The graph is also attached below.

HELP!!! PLEASE I WOULD APPRECIATE IT SO MUCH!!

Answers

Try multiplying if it doesn't work divide