Question

one number is 3 1/4 times as large as another. The sum of the numbers is 102. Find
the numbers. who gives the best explanation will be marked as the brainliest ​

Answer 1

Answer:

Step-by-step explanation:

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Answer 2

Answer:

The larger number is 81 and the smaller number is 20.5.

Step-by-step explanation:

From the above question,

They have given :

In this problem, they have given that one number is 3 1/4 times as large as another and that the sum of the numbers is 102. We can set up an equation using variables to solve for the two numbers. We let the smaller number be represented by x, and the larger number be represented by (3 1/4)x. We then set up the equation x + (3 1/4)x = 102, which can be solved for x.

Once we have the value of x, we can multiply it by 3 1/4 to find the larger number. We then have our two numbers: x = 24 and (3 1/4)x = 81. Therefore, the smaller number is 24 and the larger number is 81.

The answer can be found by setting up an equation with variables. In this case, the smaller number is represented by x, and the larger number is 3 1/4 times as large as the smaller number. We can then set up the equation x + (3 1/4)x = 102, which can be solved for x. Once we have the value of x, we can multiply it by 3 1/4 to find the larger number.

Let x = smaller number

x + (3 1/4)x = 102

4.25x = 102

x = 24

Larger number = 24*3 1/4 = 81

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