How do you write 30,000 as a whole number

Answers

Answer 1

Answer: 30,000.0 I guess? 30,000 is already a whole number.

Answer 2

Answer: Thirty thousand is how you write 30,000 as a whole number

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What is the slope and the y-intercept of y=1,000-65x

Answers

so what you have is this:
y = -65x + 1000

this is a form of $y = mx + b$ ,
where $m$ is the slope and $b$ is the y-intercept of the linear relationship.

so, -65 is $m$ and 1000 is the $b$

It should be a piece of cake from there :D

slope: -65 y-int: (0,1000) remember y=mx + b m=slope so whichever number is by x thats the slope and b= y-int

0.525 divided by 0.05

Answers

The answer to your question is 10.5.

What is the visual representation of 1/8

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imagine having pizza cut into 8 even slices then take one og them away. thats 1/8

Rationalize the denominator of square root of negative 49 over open parentheses 7 minus 2 i close parentheses minus open parentheses 4 plus 9 i.

Answers

sqrt(-49) / [ (7-2i) - (4+9i) ]

= 7i / (3 - 11i)

= 7i (3+11i) / [ (3 - 11i) (3 + 11i) ]

= (21 i - 77) / (9 + 121) = choice (d), (-77 + 21i) / 130

the total volume of a cube is 360 inches to the third power how do you write 2 different possible sets of diminsions for the cube

Answers

If it's really a cube, then it can have only one set of dimensions.
Actually, only one dimension ... the length of every edge is the
same number.

The volume of a cube is the cube of its edge length. So the
length of every edge is the cube root of its volume.

But the dimension can sometimes be written in different ways.

Volume = 360 inch³

Edge length = ∛(360 inch³)

      = ∛360 inches

      = 3 ∛(13 and 1/3) inches

      = 4 ∛5.625 inches

      = 5 ∛2.88    inches

    = 6 ∛(1 and 2/3) inches .

Well,

Since it's a cube, there will only be one real dimension, and that will be the cube root of 360.

$\sqrt[3]{360} = 2\sqrt[3]{45}\ inches$

The only way to write different dimensions is to write using different units.

12 in. = 1 ft.

$\frac{2\sqrt[3]{45}}{12} = \frac{\sqrt[3]{45}}{6}\ feet$

6. What are the possible values for b for each the following values of c, for x^2 + bx + c if b > 0. List at least TWO possible integers for each value.1. c = -7
integers: 1. ? 2. ?

2. c = -3
integers: 1. ? 2. ?

3. c = 6
integers: 1. ? 2. ?

4. c = 12
integers: 1. ? 2. ?

I asked this question a couple of minutes ago and I feel like it isn't being understood completely so I edited the question to specify a little bit and posting it again. I am hoping you all understand it now and give me the best results. A huge thank you to all who attempts to answer!

Answers

Answer:

Look at explanation plz

Step-by-step explanation:

1) so we know that b cannot be anything lower than 0

So let’s substitute -7 in place of c:

x^2+bx-7

Factors of -7: 7,-1. -7,1

Only factor pair that Will not result in a negative or 0: 7,-1

Integers for B: 7,-1

Let’s do the same with number 2:

X^2+bx-3

Factors of -3: 3,-1. -3,1

Only factor pair that will not result in a negative or 0: 3,-1

Integers for B:3,-1

3) you know the drill:

6= 3,2 -3,-2. 6,1 -6,-1

Positive integers of 6: 3,2 or 6,1

Values for B: 3,2 OR 6,1 your choice

4) 12= 12,1. -1,-12. 4,3. -4,-3 6,2. -6,-2

Values for B: 12,1 or 4,3 or 6,2

I think the answer is 3. C= -3 and integer 2
The shortcut is if u have this brand calculator .. ‘ press mode, 5, 3 ‘....the quadratic calculator will appear and add the values to get whole numbers and not imaginary numbers ( i will be shown along with the numbers on the calculator )

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