1The points (3, 24) and (7,56) represent points of a function where y, the number of photographs, varies directly with x, the
number of pages in an album. Which statement describes another point on the graph of this function?
O A 50-page photo album holds 400 photographs.
O An 80-page photo album holds 560 photographs.
O A 100-page photo album holds 8,000 photographs.
O A 900-page photo album holds 8,400 photographs.

Answers

Answer 1
Answer:

The required options A holds the function on the graph
A. A 50-page photo album holds 400 photographs.

The points (3, 24) and (7,56) represent points of a function.
where y = the number of photographs
           x = the number of pages in an album.
Which statement describes another point on the graph of this function is to be determined.

What are functions?

Functions are the relationship between sets of values. e g y=f(x), for every value of x there is its exists in a set of y. x is the independent variable while Y is the dependent variable.

Since points are given (3, 24) and (7, 56), describe the relationship the number of photographs presented in the album is 8 times the number of albums. i.e.


y = 8x

for x = 50                      
y = 8 * 50                      
y = 400    

                       
Options A enshrine the above relationship implying both statements are true.

Thus, Options A holds the function on the graph

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Answer 2
Answer:

Answer:

It's option A. Just got it right on edge 2020

Step-by-step explanation:


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3√x -6=0
Oranges are sold 5 for $12 how much will be for $84

Carla and Benicio work in a men's clothing store. They earn commission from each suit and each pair of shows they sell. For selling 3 suits and one pair of shoes, Carla has earned $47 in commission. For selling 7 suits and 2 pairs of shoes, Benicio has earned $107 in commission. How much do the salespeople earn for the sale of a suit? For the sale of a pair of shoes?

Answers

Answer:

The salespeople earn for the sale of a suit = $13.

The salespeople earn for the sale of a pair of shoes = $8.

Step-by-step explanation:

Let x be the commission for each suit and y be commission for each pair of shoes.

We have been given that for selling 3 suits and one pair of shoes, Carla has earned $47 in commission. We can represent this information as:

3x+y=47...(1)

We are also told that for selling 7 suits and 2 pairs of shoes, Benicio has earned $107 in commission. We can represent this information as:

7x+2y=107...(2)

We will use substitution method to solve our system of linear equations. From equation (1) we will get,

y=47-3x

Substituting this value in equation (2) we will get,

7x+2(47-3x)=107

7x+94-6x=107

Upon combining like terms we will get,

7x-6x=107-94

x=13

Therefore, the salespeople earn $13 for the sale of a suit.

Let us substitute x=13 in equation (1).

3*13+y=47

39+y=47

y=47-39

y=8

Therefore, the salespeople earn $8 for the sale of a pair of shoes.

Final answer:

The salespeople earn $13 for the sale of a suit and $8 for the sale of a pair of shoes.

Explanation:

To find out how much the salespeople earn for the sale of a suit and a pair of shoes, we can set up a system of equations using the given information. Let's denote the commission for a suit as 's' and the commission for a pair of shoes as 'p'. From the information given, we can write the following equations:

3s + p = 47

7s + 2p = 107

To solve this system of equations, we can use the method of substitution or elimination. Let's use the substitution method:

From the first equation, we can solve for p in terms of s:

p = 47 - 3s

Substituting this expression for p into the second equation:

7s + 2(47 - 3s) = 107

Simplifying this equation:

7s + 94 - 6s = 107

s + 94 = 107

s = 13

Now that we know the commission for a suit is $13, we can substitute this value back into the first equation to find the commission for a pair of shoes:

3(13) + p = 47

39 + p = 47

p = 8

Therefore, the salespeople earn $13 for the sale of a suit and $8 for the sale of a pair of shoes.

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5(3x+4)-2x=7x-3(-2x+11)

Answers

5(3x+4)-2x=7x-3(-2x+11)
15x+20-2x=7x+6x-33
13x+20=13x-33
       +33       +33
13x+53=13x (divide by 13)
x=53

If there is 1000$ in the lockbox what year will it be worth 64,000$ at 24% interest?

Answers

Hey there!

First, set up an exponential equation that represents the rate at which your original amount, 1000, gains interest:

y = 1000(1.24)^x

Y represents the value after X years. 1.24 represents the rate at which the money gains interest, 1 + 0.24 (your 24% interest rate in decimal form). 1000 is your original amount.

Now, set this equation equal to 64000, graph y = 64000 and y = 1000(1.24)^x on a graphing calculator, and see where the two equations intersect in order to solve for x.

They intersect when x is about 19.334, as seen in the graph below (it is very zoomed in so that you can see where the two functions intersect). Therefore, it will be about 19 years after the year in which you deposited the 1000 dollars before the money is worth 64000 dollars.

The math club needs to raise more than $552.50 for a trip, the club raised 12% of the funds, what inequality shows how much money each of the 7 club members need to raise if each member raises the same amount?

Answers

ok so they raised 12%
12%=12/100=0.12
12% of 552.5=.12 times 552.5=66.3 was raised
552.5-66.3=486.2

divide by 7
486.2/7=69.457 about 69.46

each member must raise at least 69.46

A contractor completed the construction of two buildings last year The Keslo building cost 84.5 million
The Jones building cost 33.8 million

which statement is true when comparing the costs of the two buildings?

A: Keslo cost 2 1/2 times the cost of Jones

B: Jones cost 2/3 the cost of Keslo

C: Jones cost 1/2 the cost of Keslo

D: Keslo cost 3 1/2 times the cost of Jones


Is the answer D?

Answers

D Is Incorrect, Because 33.8*3 = 101.4. C Is Incorrect, Because 1/2 * 84.5 = 42.25. B Is Incorrect, Because 2/3*84.5 = 56 and 1/3. A Is Correct, Because 2.5*33 = 84.5. So, The Answer Is A.

Max wants to buy some shorts that are priced at 8$ each. He decides to buy a pair of sneakers for 39$, but the total cost of the shorts and sneakers must be less than 75$

Answers

in equation 39+8x=>75
x equals the amount of shorts
he can buy 4 shorts maximum
the minimum is 1 
he doesn't need 2 go over his limit

39+8*4=71
39+1*4=47