Tomas drew a rectangular with an area of 6 square centimeters. What is the greatest possible perimeter for this rectangle

Answers

Answer 1
Answer: There is no "greatest" possible perimeter.

There's a smallest possible perimeter.  That's a square.
Since the area is 6 square centimeters, each side of the square is
√6 = about 2.45 cm, and the perimeter is about  9.8 cm (rounded).

But there's no 'greatest' perimeter.  You can take that square
and if you're careful, you can make it into rectangles that all have
the same area ... 6 square cm ... but the longer and skinnier
you make it, the greater the perimeter will be. 
You can give me a number as big as you want, and I can make
a rectangle with a perimeter of your number, but an area of only
6 square centimeters !

Here are some few examples.  They all have
the same area, but different perimeters:

2.45 cm by 2.45 cm ...   Area = 6 square cm ... Perimeter = 9.8 cm

2 cm by 3 cm ...              Area = 6 square cm ... Perimeter = 10 cm
1.5 cm by 4 cm ...           Area = 6 square cm ... Perimeter = 11 cm
1.2 cm by 5 cm ...           Area = 6 square cm ... Perimeter = 12.4 cm
1 cm by 6 cm ...              Area = 6 square cm ... Perimeter = 14 cm
0.8 cm by 7.5 cm ...        Area = 6 square cm ... Perimeter = 16.6 cm
0.6 cm by 10 cm ...         Area = 6 square cm ... Perimeter = 21.2 cm
0.5 cm by 12 cm ...         Area = 6 square cm ... Perimeter = 25 cm
0.4 cm by 15 cm ...         Area = 6 square cm ... Perimeter = 30.8 cm
0.3 cm by 20 cm ...         Area = 6 square cm ... Perimeter = 40.6 cm
0.2 cm by 30 cm ...         Area = 6 square cm ... Perimeter = 60.4 cm
0.1 cm by 60 cm ...         Area = 6 square cm ... Perimeter = 120.2 cm

0.001cm by 6,000cm ... Area = 6 square cm ... Perimeter = 12,000.2 cm

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Three students share for sandwiches equally how many sandwiches does each student get

Answers

1 and 1/3 each about
1.33 4 divided by 3 is 1.33 repeated which I believe is 1 1/3

49.3 mm = _______ cm

Answers

1mm = 0.1 cm
49.3 mm = 4.93 cm
1mm = 0.1 cm
49.3 mm = 4.93 cm

Write an expression with the value of 12.It should contain four numbers and two different operations

Answers

8-2+(12÷2)

Hope this helps :)
(4+4)+8-4 
/     \
8  + 8 -4 
    16 - 4
    /        \
      12

     

Find the area of the figure. 13 m 6 m 8 mm 4 m

Answers

find area  of rectangle
find are a of triangle
rectanglearea-trialgnearea=areaofshadedreigon

rectanglearea=legnth times wdith
trianglearea=1/2 times base tiems height

rectangle is 13 by 8
area=13*8=104

trialgle area=
we need to find base
13-4-4=5
base=5
height=6
area=1/2 times 5 times 6=15

rectangle-traingle=104-15=89 m^2

A picture frame consists of two rectangular strips of wood, each having a width of 1 inch on all sides. If the area of the inner light gray strip is 100 in^2, then compute the area of the outer dark gray strip in square inches.

Answers

Step-by-step explanation:

To compute the area of the outer dark gray strip, you'll need to know the dimensions of the inner light gray strip. Since the inner strip has a width of 1 inch on all sides, you can subtract 2 inches from both the length and width of the outer frame to find the dimensions of the inner strip.

Let's denote the length of the inner strip as L inches and the width as W inches. Then, the dimensions of the outer frame would be (L + 2) inches for the length and (W + 2) inches for the width.

Since the area of the inner light gray strip is 100 square inches, you can set up an equation:

L * W = 100

Now, you can find the area of the outer dark gray strip:

Outer strip area = (L + 2) * (W + 2) - L * W

Substitute the value of L * W from the equation above:

Outer strip area = (L + 2) * (W + 2) - 100

You'll need the specific values of L and W to calculate the exact area of the outer dark gray strip.

Answer:

121

Step-by-step explanation:

the square root of 100 is 10

width is 1 inch

so the length of outside is 11inch

11^2=121

Simplify the expression by using the distributive property 4(5x+6y) - 2(3x+8y)

Answers

Answer:

14x + 8y

Step-by-step explanation:

4(5x+6y) - 2(3x+8y)

20x + 24y -6x -16y

14x + 8y