A wheat bin is a cone on the top and a cylinder on the bottom. The diameter of the bottom of the cylinder is 3 m and the height of the cone is 0.6 M. if the weight of each cubic meter of wheat is 735 kg, the volume can be calculated, How many kilos does the wheat weigh? The number obtained keeps the whole number

A wheat bin is a cone on the top and a cylinder on the bottom. The diameter of the bottom of the cylinder is 3 m and the height of the cone is 0.6 M. if the weight of each cubic meter of wheat is 735 kg, the volume can be calculated, How many kilos does the wheat weigh? The number obtained keeps the whole number


The volume of wheat storage is as follows:
3.14×(3/2)^2×2+1/3×3.14×(3/2)^2×0.6
=3.14×1.5^2×(2+0.2)
=3.14×2.25×2.2
=15.543 (M3)
The weight of the wheat is about:
735 × 15.444 = 11424 (kg)
A: this store of wheat weighs about 11424 kg



A cone-shaped sand pile has a circumference of 31.4 m and a height of 1.5 m. how many meters can it be paved on a 125 m long and 10 cm thick road?


10 cm = 0.1 M; radius: 31.4 / 3.14 / 2 = 5 (m); volume of sand pile: 13 × 3.14 × 52 × 1.5, = 13 × 3.14 × 25 × 1.5, = 3.14 × 25 × 0.5, = 39.25 (M3); length to be paved: 39.25 / (125 × 0.1), = 39.25 / 12.5, = 3.14 (m); answer: it can be paved 3.14 m long



The perimeter of the bottom surface of a cone-shaped sand pile is 25.12m and the height is 3M. How far can it be paved with this pile of sand 3cm thick on a 4m wide road?
Wrong. It's 5cm thick. It's done in positive and negative proportion


The bottom radius is: 25.12 △ 3.14 △ 2 = 4m
It can be spread x meters
4²×3.14×3÷3=4×0.05×x
x=251.2
That is: 251.2m can be paved



The perimeter of the bottom surface of a cone-shaped sand pile is 25.12m. If the sand pile is laid on a section of road, the width of the road is 4m, and the thickness of the sand is 4m. How many meters can it be laid?
Don't use letters
The thickness of sand is 0.5m


L = 2 π R, l = 25.12, so r = 4, v = 1 / 3 π r square * H = 16.7467, l = V / (4 * 0.05) = 83.7333



A pile of cone-shaped sand pile, the perimeter of the bottom is 25.12m, and the height is 3M?


L = 2 π R, l = 25.12, so r = 4
The square of V = 1 / 3 π R * H = 16.7467
l=V/(4*0.05)=83.7333



A cone-shaped sand pile has a perimeter of 18.84m at the bottom and a height of 2.5m. How long can a 3cm thick inner pavement be paved on a 5m wide road with this pile of sand?


Ground radius = 18.84 / 2 / 3.14 = 3M
Cone volume = 3 * 3 * 3.14 * 2.5/3 = 23.55m3
23.55 / 5 / 0.03 = 157 M
It can cover 157 meters



The perimeter of the bottom surface of a cone-shaped sand pile is 25.12m, and the height is 1.5m. If the weight of each cubic meter of sand is 1.7t, the sand pile is larger than the perimeter of the bottom surface of a cone-shaped sand pile
The perimeter of the bottom surface of a cone-shaped sand pile is 25.12m, and the height is 1.5m. If the weight of each cubic meter of sand is 1.7t, how much is the weight of this pile of sand?


c=2πr
25.12=2*3.14*r
r=4
v=1/3*πr^2*h
=1/3*3.14*4^2*1.5
=25.12
25.12 * 1.7 = 42.704 tons



A cone-shaped sand pile has a perimeter of 6.28 meters at the bottom and a height of 0.6 meters. How many meters long can a 2 cm thick road be paved on a 4 meter wide road with this pile of sand?


2 cm = 0.02 M. volume of sand pile: 13 × 3.14 × (6.28 △ 3.14 △ 2) 2 × 0.6, = 13 × 3.14 × 1 × 0.6, = 3.14 × 0.2, = 0.628 (cubic meter); length of paved road: 0.628 × (4 × 0.02), = 0.628 × 0.08, = 7.85 (meter); answer: can pave 7.85 meters



The circumference of the bottom surface of a cone-shaped sand pile is 25.12m, and the height is 3M. If the weight of each cubic meter of sand is 1.7t, how much T is the weight of the pile? (the number obtained is kept as an integer.)


Bottom radius = 25.12 △ 3.14 △ 2 = 4 (m)
Bottom area = 4 & # 178; × 3.14 = 50.24 (M & # 178;)
Sand pile volume = = 50.24 × 3 △ 3 = 50.24 (m # 179;)
Sand pile weight: 50.24 × 1.7 ≈ 85 (T)



The bottom area of a cone-shaped sand pile is 25.12m. If the weight of each cubic meter of sand is 1.7t, how much is the weight of the pile? (the number is kept in integer)


Bottom area × height = cylinder volume
Cylinder volume = three times the cone volume
So:
25.12 × 3 × 1 / 3 = 25.12 (M3) - volume of conical sand pile
1.7 × 25.12 = 42.704 = 43 (tons)
A