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I am not so great on these questions, but here is a similar question that will definitely help you!

tbh most of ur points are from repeating other people's answers, because u can't do them urself

Best,

Captain Obvious

P.S> I'm a different guest than the other one. 

Inverse formula: y=k/x

In this case, 2=k/4

k=8

An equation would be: y=8/x

Hope this helped!

Hm.... Melody is right. You should appreciate people trying to help you. Nchang did not know, so I don't think he should be punished this time....

However, if you are asking a question, it would be nice if you would answer back if someone answers or asks you a question.

Best,

Thanks, geno....here's  another way

Note  that  the  height of this figure  =   7 + 4  =  11

And the width   =   8 + 9  =  17

It  we  constructed  a  large rectangle with these dimensions, if would  give us an area of 17 x 11 =  187 in^2    (1)

Now

Note  that  at the bottom left,  we   can make  a smaller  rectangle with dimensions of  

8 x 4  = 32 in^2       (2)

And at the top right, we  can make another smaller rectangle with dimensions of 3 x (17 -12)  = 

3 x  5    = 15 in^2       (3)

Then  subtracting  (2)  and (3)  from (1)  we get the area  of the firgure = 187 - 32 - 15  = 140 in^2

45 * 1.3= $58.50 

hope this helps

Any line that is parallel to  y  = 4x + 6  has a slope of 4.

You can use the point-slope form:  y - y₁  =  m(x - x₁)

where     m = 4     x₁ = 5     y₁ = 10

--->   y - 10  =  4(x - 5)

         y - 10  =  4x - 20

                y  =  4x - 10

The y-intercept is  -10.

mind reading b/c I feel curious about what others are thinking UwU

 penguin b/c they are kool OwO

This set describes a circular disk of points whose center is (7, -10i) and whose radius is 5

You'll need to find the area of a circle whose radius is 5.

There are a total of 6 distinct letters in the word POSTER.

The number of ways to choose three letters from these six letters is:  ₆C₃  =  20.

To choose a set that contains an E or an O but not both, you must choose one of these two letters and the

number of ways to choose one letter from a set of two is:  ₂C₁  =  2.

The other two letters must come from this set of four letters: {P, S, T, R}. The number of ways to choose two

letters from a set of four is:  ₄C₂  =  6.

So, the probability of choosing an E or an O but not both is:  ₄C₂ ·₂C₁ / ₆C₃  =  6·2 / 20  =  12/20.

If you are to choose both the E and the O, you must choose two letters from a set of two:  ₂C₂  =  1.

You must now choose one letter from the set of four remaining letters; ₄C₁  =  4. 

So, the probability fo choosing both an E and an O is:  ₄C₁ · ₂C₂ / ₆C₃   =  4 · 1 / 20  =  4/20.

To select either one of the two vowels or both of the vowels, add these two answers together: 

12/20 + 4/20  =  16/20.