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Answer :
Answer:
24 hours in first week and 29 hours in second week.
Step-by-step explanation:
Given: Orlando work at $6/h in first week and at $7/h in second week.
Total earning is $347 in both weeks.
Let the number of hours Orlando work in first week be`x` hours
∴ working hours in second week is (x+5) hours
Now, solving to find the number of working hours.
⇒ Total earning= earning in first week+earning in second week.
⇒ [tex]\$ 347= x\times 6+(x+5)\times 7[/tex]
Opening the parenthesis and solving it.
⇒ [tex]\$ 347= 6x+7x+35[/tex]
Subtracting both side by 35
⇒ [tex]312= 13x[/tex]
∴ x= [tex]\frac{312}{13} = 24\ h[/tex]
∴ Working hours in first week is 24 hours
Working hours in second week is [tex]24+5= 29\ h[/tex]
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