6. A room is 10.2 m long, 8.5 m wide and 4.6 m high. It has a door measuring 1.5 m x 2.6 m and a window measuring 2 m x 1.7 m

Question

6. A room is 10.2 m long, 8.5 m wide and
4.6 m high. It has a door measuring
1.5 m x 2.6 m and a window measuring
2 m x 1.7 m. Find the cost of tiling the
walls at the rate of 13.50 per sq. m.​

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Sophia 1 month 2021-08-16T14:13:53+00:00 1 Answer 0 views 0

Answers ( )

    0
    2021-08-16T14:15:36+00:00

    Answer:

    Cost of Tiling 164.74 m² = ₹ 2,223.99

    = ₹ 2,224 (approximately)

    Step-by-step explanation:

    We know that,

    The room has a dimension, 10.2 × 8.5 × 4.6

    (This is not multiplication, just for reference we write it like that, and each ‘×’ is read as ‘by’.)

    Door has a dimension of 1.5 × 2.6

    also,

    window has a dimension of 2 × 1.7

    Now, we must find the area of the wall on order to paint,

    Thus,

    Area of Wall = Total S.A of the 4 sides – Area of Door – Area of window

    We know that,

    Total Surface area of the 4 sides = 2h(l + b)

    where l = 10.2 m, b = 8.5 m, h = 4.6 m

    So,

    Total S.A = 2 × 4.6(10.2 + 8.5)

    = 9.2(18.7)

    = 9.2 × 18.7

    = 172.04 m²

    Area of Door = 1.5 × 2.6

    = 3.9 m²

    Area of window = 2 × 1.7

    = 3.4 m²

    Thus,

    Area of wall = 172.04 – 3.9 – 3.4

    = 164.74 m²

    Now, The cost of tiling 1 m² = ₹ 13.50

    ∴ Cost of Tiling 164.74 m² = ₹ (164.74 × 13.50)

    = ₹ 2,223.99

    = ₹ 2,224 (approximately)

    Hope it helped and you understood it……..All the best

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18:9+8+9*3-7:3-1*13 = ? ( )