What is the slope of this graph?

A:-3
B:-1/3
C:1/3
D:3

Answers

Answer 1

Answer: The slope is -3. From the first point it goes up 3 and to the left 1, making it a -3 slope

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Which equation represents the graph of the linear function?A.y = 4x + 4B.y = 4x − 4C.y = −4x + 4D.y = −4x − 4
A baker uses 70 grams of sea salt for each batch of bread. Sea salt comes in a 28-kilogram package or a 1,500-gram package. Which size package should the baker buy so that no sea salt is left after all of the batches are made? Explain.Select the correct choice below and fill in the answer box(es) to complete your choice.A.Since 1,500 grams can be divided evenly into nothing batches of bread, 70 divides evenly into 1,500. So, the baker should choose the 1,500-gram package.B.A 28-kilogram package contains nothing grams of sea salt, which can be divided evenly into nothing batches of bread. So, the baker should choose the 28-kilogram package.
Are the angles with the given measures complementary, supplementary, or neither? m∠R = 43° and m∠S = 57°A.complementaryB.supplementaryC.neither
How many times does 3 go into 70

Copy and complete the table below to represent the amount of time it would take Meredith to get her friends house if she traveled at different rates

Answers

Answer with explanation:

Formula used here ,

$\text{Time}=\frac{\text{Distance}}{\text{Speed}}$

It is given that the distance between Meredith and her friends house =2 4 blocks

Then At Speed = 1 block per minute.

$\text{Time}=(24)/(1)$ = 24 minutes.

At Speed = 2 block per minute.

$\text{Time}=(24)/(2)$ = 12 minutes.

At Speed = 3 block per minute.

$\text{Time}=(24)/(3)$ = 8 minutes.

At Speed = 4 block per minute.

$\text{Time}=(24)/(4)$ = 6 minutes.

At Speed = 6 block per minute.

$\text{Time}=(24)/(6)$ = 4 minutes.

At Speed = 8 block per minute.

$\text{Time}=(24)/(8)$ = 3 minutes.

At Speed = 10 block per minute.

$\text{Time}=(24)/(10)$ = 2.4 minutes.

At Speed = 12 block per minute.

$\text{Time}=(24)/(12)$ = 2 minutes.

At Speed = 24 block per minute.

$\text{Time}=(24)/(24)$ = 1 minute.

This problem can be solved by using the formula for

linear motions. The formula relating velocity, distance and time is:

t = d / v

where t is time, d is distance and v is velocity

We are given that d = 24 blocks

When v = 1 block / minute

t = 24 blocks / (1 block / minute)

t = 24 minutes

When v = 2 block / minute

t = 24 blocks / (2 block / minute)

t = 12 minutes

Hence we can see that it takes half the time when she is

travelling at 2 blocks per minute.

a painter is painting a home. he uses a consistent amount of pain per day. at the beginning of the project he has 225 gallons of paint. after 5 days he has 16.5 gallons in the bucket. write and solve an equation to represent this situation.

Answers

Answer:

The required equation is 5 m + 16.5 gallon = 225 gallon

The paint used each day = m = 41.7 gallon

Hence the amount of paint used each day = m = 41. 7 gallon

Step-by-step explanation:

Here, the total amount of paint available initially = 235 gallons

The days taken to paint home = 5 days

Let us assume the paint used each day = m gallons

Now, total paint used in 5 days = 5 x ( paint used in 1 day) = 5 x m = 5 m

Also, the paint left after 5 days = 16. 5 gallons

Now, according to the question:

Paint used in 5 days + left over paint = Total paint

⇒ 5 m + 16.5 gallon = 225 gallon

or, 5 m = 225 - 16.5 = 208.5

or, m = 208.5 / 5 = 41. 7

or, m = 41.7 gallon

Hence the amount of paint used each day = m = 41. 7 gallon

Is the relation a function 5,8 5,9 8,9 10,8

Answers

Answer: no

Step-by-step explanation: Because there are two outputs the same and inputs the same

In 1967, a 30-second superbowl commercial cost $40,000. In 2000 a 30-second commercial cost $1,800,000. What was the percent of change in the cost of commercial?

Answers

First, you would subtract 1,800,000 and 40,000 to find the difference. Divide the difference by 40,000, then multiply by 100.

A store sells 2 1/4 pounds of mulch for every 1 1/2 pounds of gravel sold. The store sells 180 pounds of mulch and gravel combined. How many pounds of each item does the store sell?