Question

7 write 47− \times imber. 47 47− \times -33 33 \checkmark 243 243− \times -907 907 \checkmark 88 88− \times

Explanation:

Step1: Analyze the pattern

Looking at the examples: for \(-33\), the correct entry is \(33\); for \(-907\), the correct entry is \(907\). So the pattern is to remove the negative sign (if present) from the number on the left.

Step2: Apply the pattern to 47

The number on the left is \(47\) (positive, so no sign to remove), so we write \(47\).

Step3: Apply the pattern to 243

The number on the left is \(243\) (positive), so we write \(243\).

Step4: Apply the pattern to 88

The number on the left is \(88\) (positive), so we write \(88\).

Answer:

For \(47\): \(47\)
For \(243\): \(243\)
For \(88\): \(88\)