Mathematics
Grade-4-
Easy
Question
Look carefully at the numbers going in these function machines and the numbers coming out. The rule of the function machine is __________
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)
- Add 24
- Multiply by 7
- Divide by 7
- Subtract 7
Hint:
Question
Hint: