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The first error appears in

. The correct answer to 23−18
is
. This means that the correct answer to the problem 293÷9
is

7 answers

Let's break this down step by step.

  1. First, we need to calculate \( 23 - 18 \): \[ 23 - 18 = 5 \]

  2. Now, we need to determine the correct answer to the problem \( 293 \div 9 \). Performing the division: \[ 293 \div 9 \approx 32.5556 \] However, the quotient can also be expressed as a whole number with a remainder: \[ 9 \times 32 = 288 \] This means the remainder when dividing 293 by 9 is: \[ 293 - 288 = 5 \] Thus, we can express the answer as: \[ 293 \div 9 = 32 \quad \text{with a remainder of } 5 \]

So, summarizing:

  • The correct answer to \( 23 - 18 \) is \( 5 \).
  • Therefore, the correct answer to \( 293 \div 9 \) is approximately \( 32\) (with a remainder of \( 5 \), or \( 32.5556 \) if considering decimal).

In the context of filling in blanks:

  • The answer to \( 23 - 18 \) is \( 5 \).
  • The correct answer to \( 293 \div 9 \) is \( 32 \) (or \( 32.5556 \)).
what the answer

Here are the answers clearly stated:

  1. The correct answer to \( 23 - 18 \) is \( 5 \).
  2. The correct answer to \( 293 \div 9 \) is \( 32 \) with a remainder of \( 5 \) (or approximately \( 32.56 \) if expressed as a decimal).

If you're looking for a specific format for the answer, let me know!

can u be more specific

Certainly! Here's a more specific breakdown of the answers:

  1. For the problem \( 23 - 18 \):

    • The calculation is: \[ 23 - 18 = 5 \]
    • So, the answer to \( 23 - 18 \) is 5.

  2. For the problem \( 293 \div 9 \):

    • Performing the division: \[ 293 \div 9 = 32 \quad \text{with a remainder of } 5 \]
    • In decimal form, the calculation is approximately: \[ 32.5555... \]
    • Therefore, the answer to \( 293 \div 9 \) is 32 (whole number) and the remainder is 5.

In summary:

  • The answer to \( 23 - 18 \) is 5.
  • The answer to \( 293 \div 9 \) is 32 (with a remainder of 5).
32r5 or just 32

The answer to \( 293 \div 9 \) can be expressed in two ways:

  1. As a whole number with a remainder:
    \( 32 \) remainder \( 5 \) can be written as \( 32 , \text{r} , 5 \).

  2. As a decimal approximation:
    \( 293 \div 9 \approx 32.56 \) (repeating).

If you are specifically looking for the remainder form:

  • Use 32r5 (or \( 32 , \text{r} , 5 \)) to indicate the remainder.

If you just want the integer quotient:

  • You can simply use 32.

So, if you require the answer including the remainder:

  • The answer is 32r5.

If you need just the whole number:

  • The answer is 32.

Please let me know if you need further clarification!