AB is parallel to CD and PQ is transversal, find x and y(pls ignore my handwriting hehe) ​

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Answers 2

Answer:

x=26 y=87

Step-by-step explanation:

here,

2x+35+3x+15=180. (linear pair also it is 3x+5 because of transversal rule)

so, 5x+50=180

5x=180-50

5x=130

thus, x=26

now ,

y+3x+15=180. (same side of the transversal)

y+78+15=180

y+93=180

y=180-93

y=87

Answer:

The value of x=26 and y= 87 .

Step-by-step explanation:

(2x+35)+(3x+15)=180. ……… suplimentry angles

5x+50 = 180

5x = 180 - 50

5x = 130

x = 26

By putting the value of "x" in equation (1), we get

= 2(26) +35

= 52+35

y = 87. ........ corresponding angles

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On 1st April 2018 Vikram & Brothers purchased two machines of ₹ 80,000 and 60,000 respectively. On 1st October, 2019 1st machine (costing 80,000) was sold for 62,000 and on the same date another machine was purchased for 70,000. On 1st October 2020 second machine (original cost * 60,000) was sold for 35,000. Depreciation is charged at 10% p.a. by straight line method. Prepare Machinery Account for 2018-19, 2019-20 and 2020-21. Accounts are closed on 31st March every year. ​

Explanation:

1) Calculation of Sale proceeds from Machinery sold on 1st April, 2017

Book Value of the Machine as on 1st April, 2017

=(Total opening balance of Machinery on this date/5)

=₹ (2,40,000/5) = ₹ 48,000

Loss on Sale of Machinery=₹ 8,000

Sale proceeds from the Machinery=Book Value of the Machine as on 1st April, 2017 – Loss on Sale

=₹ (48,000 – 8,000) = ₹ 40,000

2) Calculation of Sale proceeds from Machinery 

Book Value of the Machine as on 1st July, 2018=[(Total opening balance of Machinery on this date/4) – Depreciation]

=₹ [(1,68,000/4) – 1,500]

= ₹ 40,500Loss on Sale of Machinery

=₹ 12,500

Sale proceeds from the Machinery=Book Value of the Machine as on 1st July, 2018 – Loss on Sale

=₹ (40,500 – 12,500) = ₹ 28,000

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