dgfgrafgdfge111

Yeah, I just approximated it.

Well, since there's no divisibility rule for 7, here's what I did:

77 can only divide the number if there are an even number of 7s. Also, the number has to start with 77 because if it only started with 7, then how would it be divisible by 77? So, we could have the numbers:

770000

770770

770077

777700

777777

There are 5 numbers. Each has a probability of (1/2)^5 of occuring, because the 7 in the hundred thousands place is already determined. So, I got 5/32, but the answer is actually 5/16? So what did I do wrong?

Oh, okay. I'll do that.

Here's what I tried:

First I looked at 1.75 + sqrt(3) and said, "Well, why not set it equal to a variable?". So I replaced it with x.

Then I got \(2\sqrt{x} - x\), but that didn't help at all. I can't set it equal to anything. I can't solve it with a variable. So then I thought I would just need to solve it by hand. But how in the world would I know what \(\sqrt{3}\) was? Luckily, I remebered that it was 1.732. So, thenI solved it as shown below:

\(2\sqrt{1.75+1.732} - (1.75+1.732)\)

\(=2\sqrt{3.482}-3.482\)

Now what? How do I solve this?

By frequency, I think you mean period. The period of a sine function is 2pi/(whatever number is in the brackets of the sine).

So, for this question, the period (or frequency) is 2pi/3.

Am I the only one, or can no one see the image?

One important thing to note is that the equation for the line of symmetry for a quadratic is x= -b/(2a).

So, -b/(2)a = -3

b/(2a)=3

b/a=6.

Oh, no. These are just questions that I don't have the solutions to and I can't figure out how to do them. I have attempted them already, but I keep getting the wrong answer. It's not like I'm cheating or something. I just need some help.

What do you mean by "farming"?

Here's what I tried:

Let's call the faces of the cube as follows:

Front - 1

Back - 4

Right - 3

Left - 5

Up - 6

Down - 2