Susana work 20 hrs at her job last week. This week she work 35 hrs. In term of percent, how much more did she work this week than last week?
We can relate the given problem to the lesson about base, percentage and rate.
20 hours will be our base, it is whole and represents a hundred percent. Then 35 hours will be our percentage. We're tasked to find the rate.
Let x be the unknown quantity.
Expressing 1.75 in percent only means that you need to multiply the given by 100. Thus, you'll have 175%.
Susana worked 175% more this week compared to his work last week.
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• Problem:
Susana work 20 hrs at her job last week. This week she work 35 hrs. In term of percent, how much more did she work this week than last week?
• Solution:
We can relate the given problem to the lesson about base, percentage and rate.
20 hours will be our base, it is whole and represents a hundred percent. Then 35 hours will be our percentage. We're tasked to find the rate.
Let's use the formula:
Let x be the unknown quantity.
Expressing 1.75 in percent only means that you need to multiply the given by 100. Thus, you'll have 175%.
• Answer:
Susana worked 175% more this week compared to his work last week.