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Are you sure it was the same question?

Firstly, the other reply seems to refer only to the number 6, whereas the question that I answered required all the throws to be the same (could be all 1s, all 2s ...etc. not just all 6s).

Secondly, the other reply seems to be calculating the probability that the first roll is a 6 or the second roll is a 6 or the third roll is a 6, whereas the question I answered required the first throw and the second throw and the third throw to be the same.

Definitely not answering the same question!

2 = p^2   take the positive/negative square root of both sides

(plus/minus)sqrt(2) = p

Then 8p  =   (plus/minus)8*sqrt(2)

Alan: Why is this answer different from yours, when it essentially asks the same question? If they are different questions, then how? Here is one mathematician's answer:

For three rolls, there is a 1/6 probability of rolling a six on the first
roll. There is a 5/6 probability that the first roll is not a 6. In that
case, we need to see if the second roll is a 6. The probability of the second
roll being a 6 is 1/6, giving us a probability of 11/36. There is a 25/36
probability that neither of the first two rolls was a 6. In that case, we
need to see if the third roll is a 6. The probability of the third roll being
a 6 is 1/6, giving us a probability of 1/6 + (5/6)*(1/6) + (25/36)*(1/6) =
91/216. Again, this is less than 3/6.

 

2L+2W when L=3 & W=5

When you substitute L and W, it becomes this:

(2 x 3) + (2 x 5)=

6 + 10=16, So, as you can see that it is both, 1st. multiplication then addidtion.

What is 8 to the 510 power

That means: 8^510=2.410 X 10^462 ...............That's a number far, far, far BIGGER than the total number of atoms in the visible Universe!!. You made it up, didn't you?

YOUR EQUATION IS FALSE!!!!!!!!!!!

what is 3 over 7 8ths in a decimal

3 / (7/8)=3 x (8/7)=3.428571.......

14 pi /15 in radians

(14 pi)/15 radians

2.932153..................!!!!!

(2x³) * (8xy²) * (3y)

= (2*8*3)*(x³⁺¹)*(y²⁺¹)

= 48 * x⁴ * y³

= 48x⁴y³

Can Someone solve this ? 

2x^3*8xy^2*3y

\( \small{ \begin{array}{rcl} 2x^3\cdot 8xy^2\cdot 3y &=&\\ &=& 2\cdot 8\cdot 3 \cdot x^3\cdot x \cdot y^2\cdot y \\ &=& 48 \cdot x^{3+1}\cdot y^{2+1}\\ \mathbf{ 2x^3\cdot 8xy^2\cdot 3y } & \mathbf{=} & \mathbf{48 \cdot x^4\cdot y^3} \end{array} } \)

Simplify the following:
2×8×3 x^3 x y^2 y
Combine products of like terms.
2 x^3×8 x y^2×3 y = 2 x^(3+1)×8 y^(2+1)×3:
2×8×3 x^(3+1) y^(2+1)
Evaluate 2+1.
2+1 = 3:
2×8×3 x^(3+1) y^3
Evaluate 3+1.
3+1 = 4:
2×8×3 x^4 y^3
Multiply 2 and 8 together.
2×8  =  16:
16×3 x^4 y^3
Multiply 16 and 3 together.
16×3  =  48:
Answer: | 
| 48 x^4 y^3

9 divided by 1/3 is 27.  There are 3 thirds in 1, so there are 9 times as many (namely 27) in 9.

is you mean 9 /  1/3 then its 3 if not then idk what you mean

3658

I know that 9 x 7689 = 69,201 when you put the liines around a number that means absolute value, so pretty much the number in positive form

im not sure what you mean by =+

The question is a bit confusing as you didn't specify when something ends, so the entirety of "2-1>1/x-1" could be the power you raise "x" to.

For it to even be possible for x to be 0 (as you claim that is the correct answer) without causing a math error, I have to assume you meant:

¹/_((x²)-1) > ¹/_(x-1)

However when x is 0 in this equation, all I get is "-1 > -1" which is a false statement.

I have to assume you have typo'd the question or answer somewhere as a result.

Have a look at the graph:

Perhaps this graph will help:

You should really make use of brackets to clarify your expressions!

When x = 0 you have 1/(-1) > 1/(-1) or -1 > -1 which is not true!  So you are correct!

Are you sure the question had "greater than" not "greater than or equal to"?

I don't think the answer is correct as denominator would become zero if x = 0

Thank you for the help!

Yes!

The vertical bars mean take the absolute value of what is between them.  So, first do what is between them: -2-4 = -6

Now take the absolute value. The absolute value of -6 is just 6.

The calculator on the home page here won't deal with a million digits!

Hmmm!  What calculator did you use?   \(\sin60°=\frac{\sqrt3}{2}=0.866...\)