Fun Brain Games for Seniors - Free Printable

Problem Overview:

The task involves solving a series of word-based puzzles related to car names, using a provided chart that assigns numerical values to letters. The goal is to calculate the total value of each word and solve additional challenges based on these values.

Provided Chart:

Each letter has a corresponding value:
- A = $1
- B = $2
- C = $3
- D = $4
- E = $5
- F = $6
- G = $7
- H = $8
- I = $9
- J = $10
- K = $11
- L = $12
- M = $13
- N = $14
- O = $15
- P = $16
- Q = $17
- R = $18
- S = $19
- T = $20
- U = $21
- V = $22
- W = $23
- X = $24
- Y = $25
- Z = $26

Task Breakdown and Solutions:

#### 1. What's the cost of renting a DODGE?
To find the cost of renting a "DODGE," we sum the values of its letters:
- D = $4
- O = $15
- D = $4
- G = $7
- E = $5

Total: \( 4 + 15 + 4 + 7 + 5 = 35 \)

Answer: $35

---

#### 2. Which costs more... a FORD or a FIAT?
We calculate the cost for both words:

- FORD:
- F = $6
- O = $15
- R = $18
- D = $4

Total: \( 6 + 15 + 18 + 4 = 43 \)

- FIAT:
- F = $6
- I = $9
- A = $1
- T = $20

Total: \( 6 + 9 + 1 + 20 = 36 \)

Comparing the totals:
- FORD = $43
- FIAT = $36

Answer: FORD costs more.

---

#### 3. Which costs more... a MAZDA or a HONDA?
We calculate the cost for both words:

- MAZDA:
- M = $13
- A = $1
- Z = $26
- D = $4
- A = $1

Total: \( 13 + 1 + 26 + 4 + 1 = 45 \)

- HONDA:
- H = $8
- O = $15
- N = $14
- D = $4
- A = $1

Total: \( 8 + 15 + 14 + 4 + 1 = 42 \)

Comparing the totals:
- MAZDA = $45
- HONDA = $42

Answer: MAZDA costs more.

---

#### 4. Finish spelling the names of these models made by Pontiac. Some go back to the 1960s.
We are given partial names and their total values. We need to complete the names using the chart.

- T + _ + _ + _ + S + _ = $98
- Known letters: T ($20), S ($19)
- Remaining value: \( 98 - 20 - 19 = 59 \)
- Possible letters: We need to find a combination that sums to $59.

Let's try "Tempest":
- T = $20
- E = $5
- M = $13
- P = $16
- E = $5
- S = $19
- T = $20

Total: \( 20 + 5 + 13 + 16 + 5 + 19 + 20 = 98 \)

Answer: Tempest

---

#### 5. _ + E + _ + _ + _ + _ = $64
We are given the letter "E" and need to find other letters that sum to $64.

- Known letter: E ($5)
- Remaining value: \( 64 - 5 = 59 \)

Let's try "LeMans":
- L = $12
- E = $5
- M = $13
- A = $1
- N = $14
- S = $19

Total: \( 12 + 5 + 13 + 1 + 14 + 19 = 64 \)

Answer: LeMans

---

#### 6. _ + _ + A + _ + _ + _ + _ + _ = $111 (Two words)
We are given one letter "A" and need to find other letters that sum to $111.

- Known letter: A ($1)
- Remaining value: \( 111 - 1 = 110 \)

This is likely two separate words. Let's try "Grand Prix":
- G = $7
- R = $18
- A = $1
- N = $14
- D = $4
- P = $16
- R = $18
- I = $9
- X = $24

Total: \( 7 + 18 + 1 + 14 + 4 + 16 + 18 + 9 + 24 = 111 \)

Answer: Grand Prix

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Final Answers:

1. $35
2. FORD
3. MAZDA
4. Tempest
5. LeMans
6. Grand Prix

Boxed Final Answer:
\[
\boxed{35, FORD, MAZDA, Tempest, LeMans, Grand Prix}
\]