The rectangular drawing is 43.5 cm by 934 mm how many cm of wood framing will she need

Answers

Answer 1
Answer: 934 mm = 93.4 cm 
so 
2(43.5 + 93.4) ≈ 273.8 cm or 2.738 meters

Related Questions

Can someone explain to me how to do this
A local car wash is open 8 hours each day. It uses 1/3 of a container of wax for each car.
Expression for: Triple 3 and then add double 8
An automated car wash can wash 30 cars in 5 hours. How long would it take to wash 120 cars? A. 15 h B. 20 h C. 25 h D. 30 h
What is 2 - 7 = 5n - 10 solved

Frances is sewing a border around 2 rectangular tablecloths that each measure 9 feet long by 6 feet wide.  If it takes her 3 minutes to sew on 1 inch of border, how many minutes will it take her to complete her sewing project?  Write an expression, and then solve.

Answers

2,160 minutes

Further explanation

Given:

  • Frances is sewing a border around 2 rectangular tablecloths that each measure 9 feet long by 6 feet wide.
  • It takes her 3 minutes to sew on 1 inch of the border.

Question:

  • How many minutes will it take her to complete her sewing project?
  • Write an expression, and then solve it.

The Process:

The following are the steps to form the expression.

  1. Perimeter of a rectangle:\boxed{2 * (9 + 6)}
  2. The total perimeter of the two rectangles:\boxed{2 * 2 * (9 + 6)}
  3. Converting feet to inches: \boxed{2 * 2 * (9 + 6) * 12}
  4. She takes 3 minutes to sew on 1 inch of the border of a tablecloth, therefore we can write an expression as follows: \boxed{\boxed{ \ 2 * (2 * (9 + 6 )) * 12 * 3 \ }} \ in \ minutes

Let us solve the expression.

\boxed{\ 2 * (2 * (9 + 6 )) * 12 * 3 \ } \ in \ minutes

\boxed{\ = 2 * (2 * 15) * 12 * 3 \ } \ in \ minutes

\boxed{\ = 2 * 30 * 12 * 3 \ } \ in \ minutes

\boxed{\ = 720 * 3 \ } \ in \ minutes

Thus she takes 2,160 minutes to complete her sewing project.

- - - - - - - - - -

The following are the complete steps.

Step-1:calculating the total perimeter of the border around 2 rectangular tablecloths

Recall the perimeter of a rectangle.

\boxed{ \ Perimeter = 2 * (length + width) \ }

\boxed{ \ Perimeter = 2 * (9 + 6) \ }

\boxed{ \ Perimeter = 2 * 15 \ }

\boxed{ \ Perimeter = 2 * 15 \ }

Hence the perimeter of a rectangular tablecloth is 30 feet.

So, the total perimeter of the border around 2 rectangular tablecloths is \boxed{30 \ feet * 2 = 60 \ feet}

Step-2:converting feet to inches

Recall that \boxed{1 \ feet = 12 \ inches \ }

Let us convert 60 feet to inches.

\boxed{\ = (12 \ inches)/(1 \ feet) * 60 \feet \ }

\boxed{\ = 720 \ inches \ }

Step-3:calculating minutes will it take her to complete her sewing project

She takes 3 minutes to sew on 1 inch of the border of a tablecloth. There are 2 rectangular tablecloths.

\boxed{ \ = (3 \ minutes)/(1 \ inch) * 720 \ inches \ }

\boxed{ \ = 3 * 720 \ minutes \ }

\boxed{\boxed{ \ 2,160 \ minutes \ }}

Thus she takes 2,160 minutes to complete her sewing project.

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Keywords: Frances is sewing, a border, around, 2 rectangular tablecloths, that each measure 9 feet long by 6 feet wide, takes, 3 minutes to sew, 1 inch of border, how many, minutes, to complete her sewing project, write an expression, to solve it

The perimeter of a rectangle is - 2 x (length + breadth). 

Also, 1 feet = 12 inches.

So, the dimensions of the tablecloth are 108 inches long by 72 inches wide. So, the total perimeter of the table cloth is --> 2 x (108 + 72) = 360 inches. 

So, time taken for 1 tablecloth = 360 x 3 = 1080 minutes.

And, Time taken for 2 tablecloths = 1080 x 2 = 2160 minutes.

So, to complete her sewing project, Frances will take a total of 2160 minutes (36 hours).

What is the area of the shape shown?92 square centimeters

378 square centimeters

486 square centimeters

798 square centimeters

Answers

Answer:

B: 378 cm^2

Step-by-step explanation:

22 * 24 = 528

528 - (10 * 15) = 378

Answer:

378 B  

Step-by-step explanation:

Hopes that help Thanks

What is the volume of a sphere with a radius of 9 inches

Answers

I got 972 pi, the formula for the volume of a sphere is 4/3pi r cubed. r=radius
9×9×9=729,
729×4/3=972
therefore being 972 pi
4/3 *pie *9*9*9=972pie

Gail and her three friends all share half a pie. Gail a and her friends each eat an equal sized piece. They believe each piece has and angle to 25 degrees. Are their calculations correct?

Answers

360 / 2 = 180

180/4 (4 is the number of people who at the pie) = 45

The calculations aren't correct, the correct calculation is 45°
Well half of a pie is 50%, divide that by three and that equals about 16.67 if you round it, but if each piece has an angle of 25, those pieces aren't equal.

Ted says that 3 tenths multiplied by 100 equals 300 thousandths . is he correct

Answers

No he is not correct because .3*100 would equal 30. This is because .3 is not a whole number it is less so multiplying it by a whole number would decreases the amount it would be like dividing 100 by 3.

No, he is not correct.

Further explanation

We can say this is a simple multiplication operation, which is one of four basic operations, i.e.,  

  • addition,  
  • subtraction,  
  • multiplication, and  
  • division.  

The case we face is only a multiplication, not accompanied by another operation.  

Ted said that 3 tenths multiplied by 100 equals 300 thousandths. Let's check the truth.

\boxed{ \ 3 \ tenths = (3)/(10) \ or \ 0.3 \ }

However, 3 tenths are a fraction less than 1 so if multiplied by 100 will produce a number that is less than 100.  

We firmly say, 3 tenths multiplied by 100 do not equal 300 thousandths. Ted is not correct.

Let's calculate the correct result.

\boxed{ \ (3)/(10) * 100 = ?\ }

100 can be divisible by 10, or cross out zeros at 100 and 10.

\boxed{ \ = 3 * 10 \ }

Hence, the correct result is \boxed{ \ (3)/(10) * 100 = 30 \ }

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Keywords: Ted says, 3 tenths multiplied by 100, equals, 300 thousandths, . is he correct, 90, multiplication, basic operations, fractions, less than 1

What is greater than 40 but less than 20

Answers

I've already been complemented twice on my previous answer, but then I discovered that I mis-read the question.  My entire original answer was wrong, and I have to delete it.

I don't believe that any number can satisfy both of those conditions.
I'll say the question has no answer.