A circular pool with a radius of 6 meters is surrounded by a circular path with a width of 1 meter. How many square meters is the area of this path?

A circular pool with a radius of 6 meters is surrounded by a circular path with a width of 1 meter. How many square meters is the area of this path?


6 + 1 = 7 (meters), so the area of the path is: 3.14 × (72-62), = 3.14 × (49-36), = 3.14 × 13, = 40.82 (square meters). A: the area of the path is 40.82 square meters



The diameter of a round flower garden is 20 meters. Now we need to build a 1 meter wide cement road around the flower garden. How many square meters does this road cover?


20 △ 2 = 10 (meters) 10 + 1 = 11 (meters) 3.14 × (112-102) = 3.14 × (121-100) = 3.14 × 21 = 65.94 (square meters) a: the area of cement road is 65.94 square meters



A semicircular flowerbed covers an area of 25.12 square meters. It is necessary to surround the flowerbed with a fence. How long is the fence?


 



What is the floor area of a round flower bed with a radius of 10 meters? How many meters is the fence around it?


It covers an area of 10 * 10 * 3.14 = 314 square meters
The length of the fence is a circle, and the perimeter is 3.14 * 10 * 2 = 62.8 meters



Divide the 7m long wire into 9 parts on average, each section is 7m long (), each section is () m long, and 5 sections are full length ()
There is another problem
If a / B, the numerator plus 5a, in order to keep the size of the fraction unchanged, the denominator should be added ()


1/9
7/9
5/9



How many meters is the length of each section? How many parts of the total length of each section?


7 △ 3 = 7 / 3 meter
1 △ 7 = 1 / 7
Answer: each section is 7 / 3 meters long
Each segment is one seventh of the total length



Divide the 6 / 7 meter long wire into 6 sections, each section is () of the length of the wire, and each section is ()


Each section of iron wire accounts for 1 / 6 of the total length
Length of each section: 6 / 7 △ 6 = 1 / 7M



A 15.7m long iron wire is used to encircle the city with a square and a circle respectively. The () shape has a large area of () square meters


If we surround



A wire is 1.2 meters long and folded into an equilateral triangle. Its height on any side is about 0.34 meters. Its area is ()


Side length: 1.2 / 3 = 0.4m
Area = (1 / 2) * side length * height
=0.4*0.34/2
=068 square meters
Formula: (1.2 / 3) * 0.34/2 = 0.068 M2



The iron wire is 1.2 meters long and folded into an equilateral triangle. Its height on one side is 3.4 decimeters. The area of this triangle is square decimeters


1.2 / 3 * 10 * 3.4 / 2 = 6.8 decimeters & sup2; one iron wire is 1.2 meters long, folded into an equilateral triangle, its height on one side is 3.4 decimeters, and the area of this triangle is 6.8 square decimeters