The image shows a table at a restaurant in the shape of a trapezoid. The restaurant owners want to determine if trapezoidal tables will fit comfortably into the rest of the dining room. The owners make a scale drawing of the dining room and a scale drawing of the table. If the greatest length of the table is represented in the scale drawing by 1.5 feet, what will the length of the other sides of the table be? Write your answer in decimal form.

Question

The image shows a table at a restaurant in the shape of a trapezoid. The restaurant owners want to determine if trapezoidal tables will fit comfortably into the rest of the dining room. The owners make a scale drawing of the dining room and a scale drawing of the table. If the greatest length of the table is represented in the scale drawing by 1.5 feet, what will the length of the other sides of the table be? Write your answer in decimal form.

Answer 1

0.75 is the answer and I swear this is right if you go to Connexus online academy.

Answer 2

There is not enough information provided to determine the lengths of the other sides of the table. We would need to know the actual dimensions of the table and the scale of the drawing.

Answer 3

To find the length of the other sides of the trapezoidal table, we can set up a proportion using the given scale drawing.

Since the greatest length of the table is represented as 1.5 feet in the scale drawing, we can set up the proportion:

1.5 feet (greatest length of table in scale drawing) : x feet (length of other side of table) = 1 feet (actual length of table) : y feet (actual length of other side of table)

Using cross-multiplication, we can find the length of the other side of the table:

x = (1.5 feet * y) / 1 feet

Simplifying the equation:

x = 1.5y / 1

Since dividing by 1 does not change the value, we can write:

x = 1.5y

Therefore, the length of the other sides of the table will be 1.5 times the length of the greatest side of the table.

Answer 4

To find the length of the other sides of the trapezoidal table in decimal form, we need to use the given scale. Let's assume the scale is 1 inch = x feet.

If the greatest length of the table is represented in the scale drawing by 1.5 feet, then on the scale drawing, it would be represented by 1.5 * (1 / x) inches.

Let's call the other sides of the table A and B. To find their lengths, we can set up a proportion:

(A / 1.5) = (x / 1)
B / 1.5 = x / 1

Now we can solve for A and B:

A = (1.5 * x) / 1
B = (1.5 * x) / 1

Simplifying, we have:

A = 1.5x
B = 1.5x

Therefore, the lengths of the other sides of the trapezoidal table in decimal form will be 1.5 times the value of x.