Asked by Brittany Moncrief on Jul 05, 2024

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Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept."VAL" represents the value to be calculated.
 Diagram of Concept \text { Diagram of Concept } Diagram of Concept 
A. Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept.VAL represents the value to be calculated.   \text { Diagram of Concept }  A.  B.  C.  D.  E.  F.   \begin{array}{lll}&&\text { Concept }\\ \_\_\_&1.&\text {Future value of  \$ 1  }\\ \_\_\_&2.&\text { Present value of  <span class=$1 \$ 1 $1 }\\ \_\_\_&3.&\text {Future value of an anmuity due of $1 \$ 1 $1 }\\ \_\_\_&4.&\text {Future value of an ordinary amuity of $1 \$ 1 $1 }\\ \_\_\_&5.&\text {Present value of an ordinary anmuity of $ \$ $ }\\ \_\_\_&6.&\text { Present value of an amurity clue of $1 \$ 1 $1 }\\ \end{array} " class="answers-bank-image d-inline" rel="preload" >
B. Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept.VAL represents the value to be calculated.   \text { Diagram of Concept }  A.  B.  C.  D.  E.  F.   \begin{array}{lll}&&\text { Concept }\\ \_\_\_&1.&\text {Future value of  \$ 1  }\\ \_\_\_&2.&\text { Present value of  <span class=$1 \$ 1 $1 }\\ \_\_\_&3.&\text {Future value of an anmuity due of $1 \$ 1 $1 }\\ \_\_\_&4.&\text {Future value of an ordinary amuity of $1 \$ 1 $1 }\\ \_\_\_&5.&\text {Present value of an ordinary anmuity of $ \$ $ }\\ \_\_\_&6.&\text { Present value of an amurity clue of $1 \$ 1 $1 }\\ \end{array} " class="answers-bank-image d-inline" rel="preload" >
C. Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept.VAL represents the value to be calculated.   \text { Diagram of Concept }  A.  B.  C.  D.  E.  F.   \begin{array}{lll}&&\text { Concept }\\ \_\_\_&1.&\text {Future value of  \$ 1  }\\ \_\_\_&2.&\text { Present value of  <span class=$1 \$ 1 $1 }\\ \_\_\_&3.&\text {Future value of an anmuity due of $1 \$ 1 $1 }\\ \_\_\_&4.&\text {Future value of an ordinary amuity of $1 \$ 1 $1 }\\ \_\_\_&5.&\text {Present value of an ordinary anmuity of $ \$ $ }\\ \_\_\_&6.&\text { Present value of an amurity clue of $1 \$ 1 $1 }\\ \end{array} " class="answers-bank-image d-inline" rel="preload" >
D. Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept.VAL represents the value to be calculated.   \text { Diagram of Concept }  A.  B.  C.  D.  E.  F.   \begin{array}{lll}&&\text { Concept }\\ \_\_\_&1.&\text {Future value of  \$ 1  }\\ \_\_\_&2.&\text { Present value of  <span class=$1 \$ 1 $1 }\\ \_\_\_&3.&\text {Future value of an anmuity due of $1 \$ 1 $1 }\\ \_\_\_&4.&\text {Future value of an ordinary amuity of $1 \$ 1 $1 }\\ \_\_\_&5.&\text {Present value of an ordinary anmuity of $ \$ $ }\\ \_\_\_&6.&\text { Present value of an amurity clue of $1 \$ 1 $1 }\\ \end{array} " class="answers-bank-image d-inline" rel="preload" >
E. Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept.VAL represents the value to be calculated.   \text { Diagram of Concept }  A.  B.  C.  D.  E.  F.   \begin{array}{lll}&&\text { Concept }\\ \_\_\_&1.&\text {Future value of  \$ 1  }\\ \_\_\_&2.&\text { Present value of  <span class=$1 \$ 1 $1 }\\ \_\_\_&3.&\text {Future value of an anmuity due of $1 \$ 1 $1 }\\ \_\_\_&4.&\text {Future value of an ordinary amuity of $1 \$ 1 $1 }\\ \_\_\_&5.&\text {Present value of an ordinary anmuity of $ \$ $ }\\ \_\_\_&6.&\text { Present value of an amurity clue of $1 \$ 1 $1 }\\ \end{array} " class="answers-bank-image d-inline" rel="preload" >
F. Match the diagrams with the concepts by writing the identifying letter of the diagram on the blank line to the left of the concept.VAL represents the value to be calculated.   \text { Diagram of Concept }  A.  B.  C.  D.  E.  F.   \begin{array}{lll}&&\text { Concept }\\ \_\_\_&1.&\text {Future value of  \$ 1  }\\ \_\_\_&2.&\text { Present value of  <span class=$1 \$ 1 $1 }\\ \_\_\_&3.&\text {Future value of an anmuity due of $1 \$ 1 $1 }\\ \_\_\_&4.&\text {Future value of an ordinary amuity of $1 \$ 1 $1 }\\ \_\_\_&5.&\text {Present value of an ordinary anmuity of $ \$ $ }\\ \_\_\_&6.&\text { Present value of an amurity clue of $1 \$ 1 $1 }\\ \end{array} " class="answers-bank-image d-inline" rel="preload" >  Concept ___1.Future value of $1 ___2. Present value of $1___3.Future value of an anmuity due of $1 ___4.Future value of an ordinary amuity of $1 ___5.Present value of an ordinary anmuity of $ ___6. Present value of an amurity clue of $1\begin{array}{lll}&&\text { Concept }\\\_\_\_&1.&\text {Future value of \( \$ 1 \) }\\\_\_\_&2.&\text { Present value of \( \$ 1 \)}\\\_\_\_&3.&\text {Future value of an anmuity due of \( \$ 1 \) }\\\_\_\_&4.&\text {Future value of an ordinary amuity of \( \$ 1 \) }\\\_\_\_&5.&\text {Present value of an ordinary anmuity of \( \$ \) }\\\_\_\_&6.&\text { Present value of an amurity clue of \( \$ 1 \)}\\\end{array}__________________1.2.3.4.5.6. Concept Future value of $1  Present value of $1Future value of an anmuity due of $1 Future value of an ordinary amuity of $1 Present value of an ordinary anmuity of $  Present value of an amurity clue of $1

Future Value

The value of an investment at a specified date in the future, considering factors like interest rates and time.

Present Value

The contemporary valuation of a future quantity of money or cash flow series, assuming a specific interest rate.

Annuity Due

A type of annuity payment where the payment is due at the beginning of each period, rather than at the end.

  • Associate specific time value of money concepts with their corresponding diagrams.
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Kimberlyn Elaine BartonJul 11, 2024
Final Answer :
1.E 2. A 3. F 4. D 5. B 6. C\begin{array}{ll}1 . & \mathrm{E} \\\text { 2. } & \mathrm{A} \\\text { 3. } & \mathrm{F} \\\text { 4. } & \mathrm{D} \\\text { 5. } & \mathrm{B} \\\text { 6. } & \mathrm{C}\end{array}1. 2.  3.  4.  5.  6. EAFDBC