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WebSolution Height of conical tent (h)=10 m Radius of the base (r)=24 m (i) ∴ Slant height (l) =√r2+h2 =√(24)2+(10)2 =√576+100 =√676 l= 26 m (ii) Now area of the conical tent = πrl = 22 7 ×24×26 m2 Rate of 1 m2 convas used= Rs.70 ∴ T otal Cost of the tent = 22 7 ×24×26×70 = Rs.137280 Hence, cost of the canvas required to make the tent is 1,37,280 … Web25 de mar. de 2024 · Answer A ladder 25 m long just reaches the top of the building 24 m high from the ground. Find the distance of the foot of the ladder from the building. Last updated date: 25th Mar 2024 • Total views: 264.6k • Views today: 6.41k Answer Verified 264.6k + views Hint: First we need to figure out from the given data. somewhere to lay my head lyrics gospel
A ladder $25m$ long just reaches the top of the building $24m$ high …
Web7 de fev. de 2024 · In the UK, Three currently offers two types of home broadband service: Three’s 4G broadband is available from £20/month, with the first 3 months free. It’s the … WebBobine Cabo Eléctrico 3x 2,5mm Branco (100 mts) [ 3902933 ] Mais Vendidos. 100,00 € Preço Loja - Iva incluído. 94,99 € Preço Online - IVA incluído. Web6 de abr. de 2024 · Let its dimensions be radius (r=7m) and height (h=24m) and its slant height be l. We know the curved surface area of cone = π r l Now, for a cone relation between the radius, slant height and height is given by ⇒ l = h 2 + r 2 Using above relation, we can find the value of slant height of tent ⇒ l = ( 24) 2 + ( 7) 2 ⇒ l = 625 ⇒ l = 25 m Then, somewhere to go charity shop