Question

In the game "High Ten!" a contestant gets $1 for answering the first question correctly, and then it multiplies by 10 for each correct answer after that. If a contestant answers all 5 questions correctly, how much money do they win?

A) $1,000
B) $10,000
C) $100,000
D) $1,000,000

Answer 1

The contestant who answers all five questions correctly in the game 'High Ten!' wins a total of $11,111, not matching any provided answer choices.

Step-by-step explanation:

To calculate the total prize money a contestant wins in the game 'High Ten!' we must apply the rules of the game as per the information provided. The first question earns the contestant $1, and each subsequent correct answer multiplies the current prize by 10. Therefore, we can calculate the prize for each question as follows:

• Question 1: $1 (base amount)
• Question 2: $1 x 10 = $10
• Question 3: $10 x 10 = $100
• Question 4: $100 x 10 = $1,000
• Question 5: $1,000 x 10 = $10,000

Adding these amounts together, we find that the total prize money for answering all five questions correctly would be $1 + $10 + $100 + $1,000 + $10,000, which equals to $11,111. None of the answer choices provided (A) $1,000, (B) $10,000, (C) $100,000, or (D) $1,000,000 correctly matches this total, thus there may be an error in the question or answer choices.