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Camilla borrows a book from the library for 
d days. The library charges a late fee of 0.10 dollars per day that the book is late.
If Camilla returns the book more than 21 days after she borrowed it, the expression 
0.10(d-21)
represents the total late fee Camilla owes.
What does 
(d-21) represent in this context?
Choose 1 answer:
(A) The number of days Camilla borrows the book
B The late fee Camilla owes per day the book is late
(C) The late fee Camilla owes per day she borrowed the book
(D) The number of days the book is late

Camilla borrows a book from the library for d d days. The library charges a late fee of 00.1010 dollars per day that the book is late.\newlineIf Camilla returns the book more than 2121 days after she borrowed it, the expression 0.10(d21) 0.10(d-21) \newlinerepresents the total late fee Camilla owes.\newlineWhat does (d21) (d-21) represent in this context?\newlineChoose 11 answer:\newline(A) The number of days Camilla borrows the book\newline(B) The late fee Camilla owes per day the book is late\newline(C) The late fee Camilla owes per day she borrowed the book\newline(D) The number of days the book is late

Full solution

Q. Camilla borrows a book from the library for d d days. The library charges a late fee of 00.1010 dollars per day that the book is late.\newlineIf Camilla returns the book more than 2121 days after she borrowed it, the expression 0.10(d21) 0.10(d-21) \newlinerepresents the total late fee Camilla owes.\newlineWhat does (d21) (d-21) represent in this context?\newlineChoose 11 answer:\newline(A) The number of days Camilla borrows the book\newline(B) The late fee Camilla owes per day the book is late\newline(C) The late fee Camilla owes per day she borrowed the book\newline(D) The number of days the book is late
  1. Understand Problem Context: Understand the context of the problem. Camilla borrows a book from the library and is charged a late fee of $0.10\$0.10 per day after the book is due. The book is due after 2121 days, and the expression for calculating the late fee is 0.10(d21)0.10(d-21).
  2. Analyze Expression: Analyze the expression 0.10(d21)0.10(d-21). The expression 0.10(d21)0.10(d-21) is used to calculate the total late fee. The 0.100.10 represents the late fee per day, and (d21)(d-21) represents the number of days the book is late.
  3. Determine Representation: Determine what d21d-21 represents.\newlineSince dd represents the total number of days Camilla has the book and 2121 is the number of days she can have it without a late fee, d21d-21 represents the number of days the book is late.

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