If on `14^(th)` day after `5^(th)` March be Wednesday, day of the week will fall on `10^(th)` Dec. of the same year?

Options

A. Friday
B. Wednesday
C. Thursday
D. Tuesday

Explanation

To determine the day of the week on December 10th, given that March 19th is a Wednesday, we can follow these steps:

### Step 1: Identify the reference date and day
We know that the 14th day after March 5th is a Wednesday. Therefore, we first find out what date that is:
- March 5 + 14 days = March 19.

### Step 2: Confirm the day of March 19
Since March 19 is given as Wednesday, we will use this as our reference point.

### Step 3: Calculate the number of days from March 19 to December 10
Now we need to count the total number of days from March 19 to December 10. We will break this down by month:

- **March**: From March 19 to March 31 = 31 - 19 = 12 days
- **April**: 30 days
- **May**: 31 days
- **June**: 30 days
- **July**: 31 days
- **August**: 31 days
- **September**: 30 days
- **October**: 31 days
- **November**: 30 days
- **December**: From December 1 to December 10 = 10 days

Now, we can add these days together:
- Total days = 12 (March) + 30 (April) + 31 (May) + 30 (June) + 31 (July) + 31 (August) + 30 (September) + 31 (October) + 30 (November) + 10 (December)

Calculating this:
- Total days = 12 + 30 + 31 + 30 + 31 + 31 + 30 + 31 + 30 + 10 = 12 + 30 = 42
- 42 + 31 = 73
- 73 + 30 = 103
- 103 + 31 = 134
- 134 + 31 = 165
- 165 + 30 = 195
- 195 + 10 = 205

So, the total number of days from March 19 to December 10 is **205 days**.

### Step 4: Calculate the number of weeks and odd days
Next, we need to find out how many weeks and odd days are in 205 days:
- Number of weeks = 205 ÷ 7 = 29 weeks with a remainder of 2 days.

### Step 5: Determine the day of the week
Since March 19 is a Wednesday, we add the 2 odd days to find the day of the week on December 10:
- Wednesday + 2 days = Friday.

### Conclusion
Therefore, the day of the week on December 10th will be **Friday**.

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