Question

calcula la diagonal de un cuadrado cuyo lado tiene cada una de las siguientes medidas en centímetros. a.4 b.7 c.13

Answer 1

Answer:

$4\sqrt{2}\\\\7\sqrt{2} \\\\13\sqrt{2}$

Step-by-step explanation:

Well the diagonal using pythagora's theorem:

$x\sqrt{2}$ where x is the lenght is the side of the square

so when x=4

$4\sqrt{2}$

when x=7

$7\sqrt{2\\}$

when x=13

$13\sqrt{2}$

Answer 2

The length of diagonal is for (a=4) is $4\sqrt{2}$, for(a=7) is $7\sqrt{2}$ and for (a=13) is$13\sqrt{2}$.

Given side of squares.

We have to calculate the length of diagonal.

We know that in square shape,

length of diagonal $=\sqrt{2} a$, here a is the side of square.

So when square has a side of 4 then its diagonal becomes $4\sqrt{2}$.

when square has a side of 7 then its diagonal becomes $7\sqrt{2}$.

when square has a side of 13 then its diagonal becomes $13\sqrt{2}$.

Hence the length of diagonal is for (a=4) is $4\sqrt{2}$, for(a=7) is $7\sqrt{2}$ and for (a=13) is$13\sqrt{2}$.

For more details on length of diagonal of square follow the link:

https://brainly.com/question/16716787