Matematika A circular fish pond with a diameter of 7 m. To prevent wild animals from entering the fish pond, a number of bamboos are placed around the pond. If the distance between the bamboos that is attached is 5 cm, then number of bamboo needed is

leeziemeulv – April 06, 2023

A circular fish pond with a diameter of 7 m. To prevent wild animals from entering the fish pond, a number of bamboos are placed around the pond. If the distance between the bamboos that is attached is 5 cm, then number of bamboo needed is

Materi : Bangun Datar

Hasil Translate Sebagai Berikut :

Sebuah kolam ikan berbentuk lingkaran dengan diameter 7 m. Untuk mencegah hewan liar masuk ke kolam ikan, sejumlah bambu ditempatkan di sekitar kolam. Jika jarak antara bambu yang diikat adalah 5 cm, maka jumlah bambu yang dibutuhkan adalah

Keliling Lingkaran

K = π × d

K = 22/7 × 7 m

K = 22 × 1 m

{ K = 22 m }

Bambu yang dibutuhkan

= K / 5 cm × 1 bambu

= 22 m / 5 cm × 1 bambu

= ( 22 × 100 )cm / 5 cm × 1 bambu

= 2.200/5 × 1 bambu

= { 440 bambu }

Semoga bisa membantu

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##CIRCUMFERENCE :
CIRCUMFERENCE = π × d
CIRCUMFERENCE = 22/7 × 7 m
CIRCUMFERENCE = 22 × 1 m
CIRCUMFERENCE = 22 m

##BAMBOO NEED :
= CIRCUMFERENCE / 5 cm × 1 Bamboo
= 22 m / 5 cm × 1 Bamboo
= ( 22 × 100 ) cm / 5 cm × 1 Bamboo
= 2.200/5 × 1 Bamboo
= 440 Bamboo

So, the answer is 440 bamboo

Answer by Tee Kay
SEE you..

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