Mathematics
Grade10
Easy
Question
Kim is paid $k per hour at his job. Write an expression for how much does Kim earn if he works 11 hours?
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)
- 11 – k
- 11 + k
- 11 k
- k – 11
Hint:
we must multiply the amount he earns in 1 hour with the number of hours he works.
⇒ k × 11
⇒11 k
The correct answer is: 11 k
To find how much Kim earns in 11 hours if he is paid k per hour.
Therefore, the expression is for working 11 hours is 11k $.