In these lines from “Elegy Written in a Country Churchyard,” which aspects are rooted in the period in which the poem was written, and which would apply to life in any period?A.The details about farming are rooted in the period, while the theme that hard work brings satisfaction can be applied to any period.
B. People clearing land for farming is rooted in the period, while enjoying one’s time off by playing team sports applies to any period.
C. The idea of people finding joy in their hard work is rooted in the period, but such methods of farming can be applied to any time.
D. Utilizing a team to plow a field is rooted in the period, but using sickles is a modern concept.

Answers

Answer 1

Answer: The aspects that are rooted in the period in which the poem was written, and which would apply to life in any period is 'The idea of people finding joy in their hard work is rooted in the period, but such methods of farming can be applied to any time.' The answer is letter C.

Answer 2

Answer:

Answer:

Step-by-step explanation:

ABOVE

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Solve each equation for the given variable a-2b=-10 for b

Answers

a-2b=-10
add 2b on both sides
a=2b-10
add 10 to both sides
a+10=2b
divide both sides by 2
a/2+10/2=a/2+5=b
b=5+a/2

Kara is sorting buttons by lengths for a craft project.The line plot shows the length of each button.If Kara lines up all the 3/4-inche buttons,what would be the total length

Answers

Answer:

$2(1)/(4) inches.$

Step-by-step explanation:

Hi,

We see the plot line below, which shows that three crosses above $(3)/(4) - inch$ buttons, that means we have three such buttons available with us.

To find their total lengths, we have two methods:

We can add the lengths of all buttons, that means add $(3)/(4)$ thrice

Or simply multiply $(3)/(4)$ by three.

$(3)/(4) * 3\n = (3 * 3)/(4)\n= (9)/(4)$

changing this improper fraction into a mixed fraction: $2(1)/(4) inches.$ will be the total length of three buttons lined up.

Convert the following Decimal to a Fraction (reduce to the lowest terms): .176 =

Answers

Convert the following Decimal to a Fraction (reduce to the lowest terms): .176 =

1 inch
7
1
minute
14

Answers

Answer:

2 inches per minute

Step-by-step explanation:

(1/7 inch) / (1/14 minute) =
(1/7 * 14) inch / minute =
2 inch / minute

Answer:

2 in/min

Step-by-step explanation:

=> (1/7)/(1/14)

=> 1/7 × 14/1

=> 14/7

=> 2 in/min

A bus and a car leave from the same city traveling in opposite directions. The bus leaves 2 hours before the car does. The bus travels at a steady speed of 50 mph while the car travels at 70 mph. After how many hours will the bus and car be 800 miles apart?

Answers

Normally, I would pass right by this question, because it is so complicated
and there are so many numbers in it. But I've allowed myself to become
seduced by the bounty of a full 5 points waiting at the end of the rainbow,
and I decided to rush in where more reasonable people would rightly fear
to tread.

The answer is a number, that represents "after how many hours". So we
need to know how many hours AFTER WHAT. The question is not very
clear on when the beginning of time is, so I need to decide. I'm going to
say that the time when the bus leaves is the beginning of time. And I'm
going to call ' H ' the number of hours AFTER the bus leaves.

-- The bus covers 50 miles every hour. So 'H' hours after the bus leaves,
the bus is 50H miles away from the city, in some direction.

-- The car leaves 2 hours later. So 'H' hours after the bus leaves, the car
has only been traveling for (H-2) hours.

-- The car covers 70 miles every hour. So 'H' hours after the bus leaves,
the car is (70)x(H-2) miles away from the city, in the OTHER direction.

-- Since the bus and the car are moving in opposite directions, the distance
between the bus and the car is the SUM of the distances each one covers.

   'H' hours after the bus leaves, they are (50H) plus (70)(H-2) miles apart.

What we need to figure out is: When is that distance 800 miles ?

The distance between them at 'H' hours after the bus leaves is

                                              (50H) plus (70)(H-2) miles

Eliminate the first parentheses:         50H + (70)(H-2)

Eliminate the rest of the parentheses:   50H + 70H - 140

Combine the terms with 'H' in them:         120H - 140

So here's the equation:                            120H - 140 = 800

Add 140 to each side:                            120H      = 940

Divide each side by 120 :                             H = 7.8333 hours
                                                                           = 7 and 5/6 hours
   = 7 hours and 50 minutes
   after the bus leaves.

Check:

Assume that H = 7 hrs 50 minutes (7 and 5/6 hours)
The bus has covered (50 x 7-5/6) = 391 and 2/3 miles.

The car has been traveling for only 5 and 5/6 hours
The car has covered   (70) x (5-5/6) = 408 and 1/3 miles

How far apart are they ?   (391-2/3) + (408-1/3) = 800 miles !       YAY!

Note: If the book or the homework sheet wants to count the hours
after the CAR leaves, then the answer is 5-5/6 hours, not 7-5/6 .

What is the absolute value of -22

Answers

The absolute value of -22 is 22
We write that like this:
|-22|=22

Hey there

The absolute value of -22 is 22

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