Given is the set of four numbers that relate to each other in a certain
way.
Determine the missing numbers in the second and third set.
[Assume the third set also works in the same way as the first and the second set]
.
7
28
2
1
12
2
1
2
2
114
Answers
Answer:
Step-by-step explanation:
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Answer:
The four numbers in each set relate to each other in a certain way. To determine the missing numbers in the second and third set, we can find the pattern and use it to find the missing numbers.
In the first set, the numbers are 7, 28, 2, and 1. The relationship between the numbers can be seen by multiplying the first number (7) by 4, the second number (28) is the result. The third number (2) is the result of dividing the second number (28) by 14, and the fourth number (1) is the result of dividing the third number (2) by 2.
In the second set, the numbers are 12, 2, 1, and the missing number. We can find the missing number by following the pattern from the first set. Multiplying the first number (12) by 4, we get the second number (48). Dividing the second number (48) by 14, we get the third number (3.43), and dividing that number by 2, we get the missing number, which is approximately 1.715.
In the third set, the numbers are 2, 114, and the missing numbers. Following the pattern from the first set, we can multiply the first number (2) by 4 to get the second number (8), then divide that number by 14 to get the missing number (approximately 0.57).
Therefore, the missing numbers in the second set are approximately 1.715, and the missing numbers in the third set are approximately 0.57.
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