Question

The diagonal lengths of three rectangles are shown. The rectangles are not drawn to scale. Rectangle P Rectangles Rectangle 34 cm 6.7 cm 36.5 cm Which list shows the rectangles in order by their diagonal lengths from shortest to longest?

A Rectangle T, Rectangle S, Rectangle P
B Rectangle T, Rectangle P, Rectangles
c Rectangle S, Rectangle T, Rectangle P
D Rectangle S, Rectangle P, Rectangle T ОА"

Answer 1

When ordering the rectangles by diagonal lengths of Rectangle T (6.7 cm), Rectangle P (34 cm), and Rectangle S (36.5 cm), the correct order from shortest to longest is Rectangle T, Rectangle P, then Rectangle S.

Step-by-step explanation:

The question asks us to order rectangles by the length of their diagonals. Given the diagonal lengths for three rectangles:P at 34 cm, T at 6.7 cm, and S at 36.5 cm, we can easily determine the order from shortest to longest. To do so, we compare the numerical lengths of the diagonals.

• Rectangle T: 6.7 cm
• Rectangle P: 34 cm
• Rectangle S: 36.5 cm

From this, we can see that Rectangle T has the shortest diagonal and Rectangle S has the longest. Therefore, the correct order from shortest to longest is:

1. Rectangle T
2. Rectangle P
3. Rectangle S