Convert 1250 days into month and year please tell it by solving show how you solved it
The Correct Answer and Explanation is:
To convert 1,250 days into months and years, we’ll break the process into steps and explain each clearly.
✅ Step-by-step Calculation
Step 1: Convert days into years
We assume 1 year = 365 days (not accounting for leap years here). 1250 days365 days/year=3.4247 years\frac{1250 \text{ days}}{365 \text{ days/year}} = 3.4247 \text{ years}
So, 1,250 days = 3 full years and a remainder. 3 years=3×365=1095 days3 \text{ years} = 3 \times 365 = 1095 \text{ days} 1250−1095=155 days remaining1250 – 1095 = 155 \text{ days remaining}
Step 2: Convert remaining days into months
We assume 1 month = 30 days (approximate average month length). 155 days30 days/month=5.1667 months\frac{155 \text{ days}}{30 \text{ days/month}} = 5.1667 \text{ months}
That’s 5 full months, with: 5×30=150 days5 \times 30 = 150 \text{ days} 155−150=5 days remaining155 – 150 = 5 \text{ days remaining}
✅ Final Answer
1,250 days = 3 years, 5 months, and 5 days
📘 Explanation
Time conversion is a useful skill when planning long-term projects, analyzing historical events, or understanding timelines. In this task, we converted 1,250 days into a combination of years and months. To begin with, we must understand how many days typically make up a year and a month. A year normally consists of 365 days, and while months vary in length (28 to 31 days), an average month can be considered about 30 days long for estimation purposes.
First, dividing 1,250 by 365 gives us approximately 3.42 years. Since we want full years, we take the whole number — 3 years — which equals 1,095 days. Subtracting that from the original 1,250 days leaves us with 155 days.
Next, we convert those 155 leftover days into months. Assuming each month is roughly 30 days, dividing 155 by 30 gives about 5.16 months. Again, we take the whole number (5 months), which equals 150 days. Subtracting this from 155 gives us 5 extra days.
So, 1,250 days breaks down into 3 years, 5 months, and 5 days. This process shows how to handle time conversions using basic division and subtraction, and highlights the importance of rounding appropriately when dealing with real-world measurements that don’t perfectly divide.
If more precision is needed — for example, in legal or scientific work — one could account for leap years (which add extra days every four years) or use exact calendar month lengths. However, for most general purposes, this method is sufficient and practical.
