Question

A rectangular garden has the length and the width in the ratio 133:156.if the area of the garden is 20748 sq.m. then what is the length of the diagonal through the garden​

Answer 1

Answer:

the rectangular=133:156

the ???.the???

the??

Answer 2

The length of diagonal through the garden​ is 205 m

Step-by-step explanation:

We are given that A rectangular garden has the length and the width in the ratio 133:156.

Let the ratio be x

So, Length = 133x

Breadth = 156x

Area of rectangular garden = $Length \times Breadth = 133x \times 156x$

We are given that  the area of the garden is 20748 sq.m

So,$133x \times 156x = 20748\\20748x^2=20748\\x^2=1\\x=1$

Length = 133 m

Breadth = 156 m

Diagonal of rectangle = $\sqrt{Length^2+Breadth^2}$

So, Length of diagonal of rectangle = $\sqrt{133^2+156^2}=205$

Hence the length of diagonal through the garden​ is 205 m

#Learn more:

If the length of rectangle is 8cm and breadth is 6cm find the length of the diagonal of the rectangle​

https://brainly.in/question/8505376