Athena priced each of her art pieces at the same price and displayed them for sale in two different art shows. She made $495.80 from the first art show and $371.85 from the second show. If Athena sold 7 pieces of art, what price did each piece sell for?

Answers

Answer 1
Answer: In the question "Athena priced each of her art pieces at the same price and displayed them for sale in two different art shows. She made $495.80 from the first art show and $371.85 from the second show. If Athena sold 7 pieces of art, what price did each piece sell for?" To get the price that each piece of art sells for: Total sales made from selling 7 pieces of art = $495.80 + $371.85 = $867.65 The price for each piece of art = $867.65 / 7 = $123.95 Thus each piece of art sells for $123.95 and hence the correct answer.
Answer 2
Answer:

Answer:

$123.95

Step-by-step explanation:


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Express each as a single power of 2...

2^a X 2^b X 2^c

2^a+b X 2^a-b

Answers

i) 2 ^(a)*2 ^(b)* 2^(c)          
We know that x^(a) * x^(b) = x^(a+b)
Therefore, 
2 ^(a)*2 ^(b)* 2^(c)2 ^(a+b+c)
ii) 2 ^(a+b) * 2 ^(a-b)= 2^((a+b+a-b))
= 2^(2a)

Solve for x 3/4 = 1+×/×

Answers

(3)/(4) = (1+x)/(x)

3x = 4(1+x)

Subtract 4 x from  both sides:

3x-4x=4+4x-4

-x=4

Divide both sides by - 1 :

x = - 4

hope this helps!

Which of the following best describes the base of a pyramid?A. It can be any polygon.
B. It is a circle.
C. It must be a square.
D. It is a triangle.

Answers

Answer:

A. It can be any polygon.

Step-by-step explanation:

A pyramid is a polyhedron with a base, which can be any polygon, but is most often a square.

When the base is a triangle, the pyramid has a total of four faces.

The famous Egyptian pyramids have square bases and four triangular faces. As the number of sides increases in a pyramid, it begins to look like a cone.

So, we can say A and C are both correct. But we will go with A as a square will also be considered in it.

Identify the postulate that proves the triangles are congruent.

Answers

In my opinion and as what I learned last year the correct answer is HL.

Twenty-four blue socks and twenty-four red socks are lying in a drawer in a dark room. What is the minimum number of socks you need to pull out of the drawer so that you are sure to have at least two blue socks

Answers

Answer:

26 socks

Step-by-step explanation:

There are a total of 48 socks here. Let us assume you pulled out 24 socks at a go and all are red. Now, you would have exhausted the number of red socks here. You would be left with only blue socks which you can pull one after the other to give a total of  26 socks pulled out to have 2 blue socks at least.

2. Write a rule for the translation of ABC to A A'B'C'.
12
B
12

Answers

Answer:

I think its b

i hope you pass