Question

if the total depreciation of machinery and the equipment in one year is ₹8000 and the ratio of the amount of depreciation of machinery and equipment is 1:3, then the rate of depreciation of equipment is ?????​

Answer 1

The rate of depreciation of equipment is ₹ 6000.

Step-by-step explanation:

Given:

• If the total depreciation of machinery and the equipment in one year is ₹8000.
• The ratio of the amount of depreciation of machinery and equipment is 1:3.

Let the common ratio is x.

Let the common ratio is x.So, the depreciation of machinery is ₹ x.

Let the common ratio is x.So, the depreciation of machinery is ₹ x.And the depreciation of equipment is ₹ 3x.

$= > x + 3x = 8000 \\ = > 4x = 8000 \\ = > x = 2000$

The depreciation of equipment is 3x i.e. ₹ 6000.

Answer 2

rate of depreciation of equipment is 75%

Step-by-step explanation:

The  ratio of the amount of depreciation of machinery and equipment is 1 : 3

let amount of depreciation of machinery be Dm and

the amount of depreciation of equipment be De

ratio given =$\frac{D_{m}}{D_{e}}$

$D_{m}$ =$3D_{m}$.....eq 1

the given total  depreciation of the machienry and the equipment in one year is rs. 8000

$D_{m}+D_{e}=8000$

putting the value from equation 1

$D_{m}+3D_{m}= 8000$

$4D_{m}=8000$

$D_{m}= 2000$

$D_{e}=6000$

\text{rate of depreciation of equipment} = $\frac{\text{amount of depreciation of equipment}}{\text{total depreciation}}$

rate of depreciation of equipment =$\frac{6000}{8000}$×100

rate of depreciation of equipment= 75%

hence, rate of depreciation of equipment is 75%

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