The analogy is a relationship between two numbers. In this case, the relationship is that the second number is 6.5 times the first number.

Here's how you can find it:

1. Divide the second number in the first pair by the first number. So, 84.5 ÷ 13 = 6.5. This means the second number is 6.5 times the first number.

2. Apply this relationship to the second pair. Multiply the first number in the second pair by 6.5. So, 22 x 6.5 = 143.

Therefore, the number that best completes the analogy is 143.

Question

The analogy is a relationship between two numbers. In this case, the relationship is that the second number is 6.5 times the first number.

Here's how you can find it:

1. Divide the second number in the first pair by the first number. So, 84.5 ÷ 13 = 6.5. This means the second number is 6.5 times the first number.

2. Apply this relationship to the second pair. Multiply the first number in the second pair by 6.5. So, 22 x 6.5 = 143.

Therefore, the number that best completes the analogy is 143.

Knowee AI · Accepted Answer

The analogy is a relationship between two numbers. In this case, the relationship is that the second number is 6.5 times the first number.

Here's how you can find it:

1. Divide the second number in the first pair by the first number. So, 84.5 ÷ 13 = 6.5. This means the second number is 6.5 times the first number.

2. Apply this relationship to the second pair. Multiply the first number in the second pair by 6.5. So, 22 x 6.5 = 143.

Therefore, the number that best completes the analogy is 143.

Which of the following numbers best completes the analogygiven below? 13 : 84.5 :: 22 : ? 242123.5202235.5