[tex]卂几丂山乇尺:[/tex]

• The machine's value after the first year is (90%) of its initial value (as it depreciates by (10%). After the second year, it increases by (20%).
• Let (P) be the initial value of the machine.
• After the first year:
• [tex](0.9 \times P)[/tex]
• After the second year:
• [tex](1.2 \times (0.9 \times P))[/tex]
• To find the value after 2 years, multiply the expressions:
• [tex]\[1.2 \times (0.9 \times P) = 1.08 \times P\][/tex]
• Now, substitute (P = Rs. 36000):
• [tex]\[1.08 \times 36000 = Rs. 38,880\][/tex]
• So, the value of the machine after 2 years is Rs. 38,880 ..

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Verified answer

Answer:

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Step-by-step explanation:

The value decrease by 10% hence now the value will be 90% of 36000

90 x 36000

100

=32400 rupees

now the value will increase by 20% thus the value will be 120% of 32400

120 x 32400

100

=3880 rupees