Solve.

y = -3x + 6
y = 10x – 7

Answers

Answer 1
Answer: y = -3x + 6\ny = 10x - 7\n\n-3x+6=10x-7\n-13x=-13\nx=1\n\ny=10\cdot1-7\ny=3\n\n\boxed{x=1,y=3}

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Answers

The Answer to your question  is A

The scale on a drawing is 3 in.:4 ft. The actual length of the object is 24 feet. How many inches is the length of the object on the drawing?

Answers

18 inches would be the answer

Write the equation in slope-intercept form. -24x+8y=16

Answers

-24x+8y=16

Add 24x to both sides:

-24x+8y+24 = 16+24x

8y =16+24x

Divide both sides by 8 :

(8y)/(8) = (16+24x)/(8)

y = 3x + 2

Axis interception  of 3x+2

x - interception  points of 3x+2 : ( (-2)/(3) , 0 )

y - interception point of  3x+2 : (0,2)

hope this helps!



How to get ready for a test the next day

Answers

Cram cramming all the info is your only hope...or cheat
You can study for your test tomorrow or cheat

A stockbroker earns a commission by a flat fee for each transaction as well as a fee per share. On a particular transaction, the stockbroker sold 5,000 shares to a client at a rate of $0.01 per share. The cost of the transaction totaled $57.50. Which of the following equations describes the cost of this transaction in terms of shares sold?A.y = 0.01x
B.y = 0.01x + 7.5
C.y = 0.01x + 4,999.425
D.y = 0.01x + 5,000

Answers

Answer:

Option B. y = .01x + 7.5

Step-by-step explanation:

If a stock broker earns a commission by a flat fee for each transaction as well as a fee per share.

Let the commission on each share charged by the stock broker is x.

Selling price of 5000 shares + total fees of broker = Cost of the transaction

5000×.01 + Fees = 57.50

Fees = 57.50 - 50 = $7.50

Now we can form the equation which represents the cost of this transaction  as

y = .01x + 7.5

Therefore option B is the correct answer.

Clearly, alternative B

y = 0.01x + 7.5
y = (0.01)*5000 + 7,5
y = 50 + 7.5
y = 57.50

Ms. White has 15 students in her first grade class. Troy is the line leader for the week, and Mackenzie is last because she was the line leader last week. In how many different ways can Ms. Whites class line up for lunch?

Answers

The first place and 15th place are already decided, so we have to find the number of
different ways that the other 13 students can line up, in the places from #2 to #14.

2nd place can be any one of 13 people.  For each of those . . .
3rd place can be any one of 12 people.  For each of those . . .
4th place can be any one of 11 people.  For each of those . . .
.
.
.
13th place can be any one of 2 people.  For each of those . . .
14th place has to be the one student who is left.

Total number of ways that 13 students can line up in places #2 through #14 is

(13 x 12 x 11 x 10 x 9 x 8 x 7 x 6 x 5 x 4 x 3 x 2 x 1)

That number is called "thirteen factorial".  The number is 6,227,020,800 .

When you write it in math, you write it like this:    13!