Math, asked by dshilpa756, 18 days ago

1] A road roller takes 750 complete revolution to move once over to level a road. Find the area of the road if the diameter of the road roller is 84 cm and length is 1 m.

2]The radius and height of a cylinder are in the ratio 5:7 and its volume is 550 cm?. Find the radius and surface area of the cylinder?

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Answers

Answered by ar200247
0

Answer:

(A=750×Area covered in one revolution).

Complete step-by-step answer:

Given that,

Length of roller = h = 1m

Diameter of the roller = 84 cm

Therefore, Radius of the roller = r=842=42 cm

Radius of the roller = 42100 m

Also, given that the roller takes 750 complete revolutions to level the whole road.

Therefore, the area of road = 750 (Area covered in one revolution)

The area of road = 750 (Lateral surface area of cylinder)

The area of road = 750×2πrh

The area of road = 750×2×227×42100×1=750×2×22×6100

The area of road = 1500×132100=15×132=1980

Hence, the area of the road is 1980m2.

2) Let height and radius be

= 7x and 5x respectively

⇒πr2h=550

π(5x)2×7x=550

227×25x2×7x=550

x3=1

x=1

∴Height=7cm

Radius=5cm

⇒ Curved surface area =2πrh

=2×227×5×7=220cm2

Answered by Anonymous
0

Ans = 1} Also, given that the roller takes 750 complete revolutions to level the whole road. Hence, the area of the road is 1980m2.

Ans = 2} The radius and height of a cylinder are in the ratio 5:7 and its volume is 550 cm3. Find its radius. Let radius (r) = 5x and height (h) = 7x. ∴ The required radius = 5x = 5 x 1 = 5cm.

Step-by-step explanation:

Ans = 1} Area of road =750× area covered in 1 revoluation

=750× lateral surface area of cylinder

=750×2πrh

Given, d=84cm⇒r=42cm→ 100/42 m

=750×2× 22/7 × 42 / 100 × 1

= 1500×132

------------------

100

=1980m²

I know only first step - by step explanation

don't know second step - by step explanation

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