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I have completed my [Your Degree, e.g., B.Com, B.Tech, MBA] from [Your College/University Name]. During my studies, I focused on [mention key subjects or areas], and I also gained practical exposure through [internships, projects, or workshops if any].

🟩 My Expectation from the Job:
I am looking for a role where I can apply my knowledge, learn from experienced professionals, and grow both personally and professionally. I expect a positive work environment, learning opportunities, and a platform to contribute meaningfully to the organization’s goals.

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• HCF = 2

• LCM = 70

Let the two numbers be 2a and 2b
(Since HCF is 2, both numbers must be divisible by 2)

So,
LCM of 2a and 2b = 2ab
And the product of the numbers = 2a × 2b = 4ab

Now,
We know:

Product of the two numbers = HCF × LCM
⇒ 4ab = 2 × 70 = 140
⇒ ab = 35

Now we need to find two numbers a and b such that:

• ab = 35

• and a, b are co-prime (because HCF of original numbers is already taken as 2)

Factors of 35 that are co-prime:
1 × 35, 5 × 7

Try a = 5, b = 7
⇒ Numbers = 2a = 10 and 2b = 14
Or vice versa: 14 and 10

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✅ Final Answer: The two numbers are 10 and 14.

I’m open to a fair and competitive offer based on the role, responsibilities, and the overall benefits package. I’ve done some research on industry standards and I’m confident we can agree on a number that reflects both my skills and the value I can bring to your team. I’m more focused on the opportunity and growth than just the number itself.

• Length of train = 150 meters

• Length of tunnel = 300 meters

• Time to cross tunnel = 40.5 seconds

—

✅ Step 1: Total distance to be covered = Length of train + Length of tunnel
= 150 m + 300 m = 450 meters

—

✅ Step 2: Use the speed formula:

Speed = Distance / Time
= 450 m / 40.5 s
≈ 11.11 m/s

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✅ Step 3: Convert m/s to km/h:
1 m/s = 3.6 km/h
⇒ 11.11 × 3.6 ≈ 40 km/h