If the ninth day of a month is four day earlier than Thursday then what day will it be on the twenty third day of the month ?

Options

A. Monday
B. Wednesday
C. Friday
D. Sunday

Answer

To solve the problem step by step, we can follow these instructions:

### Step 1: Determine the day of the 9th
The question states that the 9th day of the month is 4 days earlier than Thursday. To find out what day the 9th is, we need to count backwards from Thursday.

- **Thursday** (0 days earlier)
- **Wednesday** (1 day earlier)
- **Tuesday** (2 days earlier)
- **Monday** (3 days earlier)
- **Sunday** (4 days earlier)

Thus, the 9th day of the month is **Sunday**.

### Step 2: Calculate the day for the 23rd
Now that we know the 9th day is Sunday, we need to find out what day it will be on the 23rd day of the month.

To do this, we can count the days from the 9th to the 23rd:

- 9th (Sunday)
- 10th (Monday)
- 11th (Tuesday)
- 12th (Wednesday)
- 13th (Thursday)
- 14th (Friday)
- 15th (Saturday)
- 16th (Sunday)
- 17th (Monday)
- 18th (Tuesday)
- 19th (Wednesday)
- 20th (Thursday)
- 21st (Friday)
- 22nd (Saturday)
- 23rd (Sunday)

Counting the days from the 9th to the 23rd, we find that the 23rd day is also **Sunday**.

### Final Answer
Therefore, the 23rd day of the month will be a **Sunday**.

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