An algebraic expression, 11 - y can be written in statement form as ______ .

Options

A. 11 less than y
B. y less than 11
C. y more than 11
D. y divided by 11

Answer

To express the algebraic expression \( 11 - y \) in statement form, we can follow these steps:

### Step 1: Understand the expression
The expression \( 11 - y \) means that we are subtracting \( y \) from 11.

**Hint:** Think about what it means to subtract a variable from a number.

### Step 2: Analyze the expression
When we say \( 11 - y \), we can also think of it in terms of inequalities. If we want to express this in a statement form, we can consider the relationship between \( y \) and 11.

**Hint:** Consider how the value of \( y \) compares to 11 when you subtract it from 11.

### Step 3: Formulate the statement
From the expression \( 11 - y \), we can infer that if we want to express \( y \) in relation to 11, we can rearrange it. If \( y \) is subtracted from 11, it implies that \( y \) must be less than 11 for the expression to be positive.

**Hint:** Think about the implications of subtracting a variable from a constant.

### Step 4: Write the statement
Thus, we can write the statement as:
\[ y < 11 \]

**Hint:** Use the less than symbol to indicate that \( y \) is smaller than 11.

### Final Answer
The algebraic expression \( 11 - y \) can be written in statement form as:
**y is less than 11.**