Math, asked by ipsitadas93, 1 day ago

The figure alongside represents the horizontal
cross section of a pond. ABDE is an isosceles
trapezium in which AE =1m, ED = 5m, BD =7m.
BCD is a semi-circle on diameter BD. The sides of
the pond are vertical and the depth of the water in
the pond is 50cm. Find the :
(i)Perimeter of the given cross-section.
(ii) Area of the sides in contact

Answers

Answered by itsaubreyhere
12

Step-by-step explanation:

The figure alongside represents the horizontal

cross section of a pond. ABDE is an isosceles

trapezium in which AE the pond are vertical and the depth of the water in

the pond is 50cm. Fiis a semi-circle on diameter BD. The sides of

the pond are vertical and the depth of the water in

the pond is 50cm. Find the :

(i)Perimeter of the givcross section of a pond. ABDE is an isosceles

trapezium in which AE =1m, ED = 5m, BD =7m.

BCD is a semi-circle on diameter BD. The sides of

the pond are vertical and the depth of the water in

the pond is 50cm. Find the :

(i)Perimeter of the given cross-section.

(ii) Area of theen cross-section.

(ii) Area of the sidesnd the :

(i)Perimeter of the given cross-section.

(ii) Area of the=1m, ED = 5m, BD =7m.

BCD is a

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