Question

What is x percent of y divided by y percent of x?

Answer 1

The expression "x percent of y divided by y percent of x" can be written as:

(x% of y) / (y% of x)

To calculate it, you would first convert the percentages to decimals by dividing by 100. Then, you can compute the result. Here's the formula:

(x/100 * y) / (y/100 * x)

Now, you can see that the x and y cancel out:

(1/100) / (1/100) = 1

So, "x percent of y divided by y percent of x" is equal to 1, regardless of the values of x and y.

Answer 2

To find x percent of y, we multiply y by x/100. 

So, x percent of y is (x/100) * y.

To find y percent of x, we multiply x by y/100. 

So, y percent of x is (y/100) * x.

Now, we want to divide x percent of y by y percent of x:

((x/100) * y) / ((y/100) * x)

Note that x and y can be cancelled out in the numerator and denominator:

(y / 100) / (y / 100)

Simplifying further, we get:

1

Hence, x percent of y divided by y percent of x is equal to 1.

Answer 3

To find x percent of y divided by y percent of x, you can set up the following expression:

(x% of y) / (y% of x)

To calculate this, you can convert percentages to their decimal equivalents. Remember that "x percent" is x/100, and "y percent" is y/100.

So, the expression becomes:

((x/100) * y) / ((y/100) * x)

Now, you can simplify this expression:

((xy) / 100) / ((xy) / 100)

When you divide one fraction by another with the same denominator, you can simplify it further:

(xy) / (xy) = 1

So, the final result is 1. Therefore, x percent of y divided by y percent of x is always equal to 1.

Answer 4

Let's start by writing out the expression:

x% of y / y% of x

To simplify this expression, we can convert the percentages to decimals by dividing by 100:

x/100 * y / (y/100 * x)

Now we can simplify by canceling out the x in the denominator and numerator:

y/100 * 100y/x

Simplifying further, we get:

y^2 / x

Therefore, x percent of y divided by y percent of x is equal to y^2 / x.

Answer 5

(x% of y) / (y% of x)

First, express x percent and y percent as decimals by dividing by 100:

x% = x/100

y% = y/100

Now, substitute these values into the expression:

[(x/100) * y] / [(y/100) * x]

Next, simplify by canceling out common factors in the numerator and denominator:

[(x * y) / (100 * 100)] / [(y * x) / (100 * 100)]

Now, you can see that the (x * y) and (y * x) terms cancel out, and you are left with:

1 / 1

So, x percent of y divided by y percent of x is equal to 1.

Answer 6

X%=X/100

y%= y/100 

X/100 × y ÷ y/100 × 100 

Multiply X and y in both part 

So the result will be 

xy/100 ÷ xy100

= 1

Note that after cancelling the expression simplifies to 1

Answer 7

The expression "x percent of y" can be written as (x/100) * y, and "y percent of x" can be written as (y/100) * x. 

So, the expression "x percent of y divided by y percent of x" can be written as: 

((x/100) * y) / ((y/100) * x)

 This simplifies to 1, regardless of the values of x and y.

Answer 8

The adage "x percent of y partitioned by y percent of x" can be composed as: (x% of y)/(y% of x) To compute this articulation, you can follow these means: 1. Convert the rates to their decimal structure by isolating by 100: - x% becomes x/100 - y% becomes y/100 2. Compute the qualities: - (x% of y) is equivalent to (x/100) * y - (y% of x) is equivalent to (y/100) * x 3. Presently, the articulation becomes: (x/100) * y/(y/100) * x 4. Improve on the articulation by counteracting normal elements: (x/100) and (x/100) offset, as do (y/100) and (y/100): This leaves you with: (1) * y/(1) * x 5. The end-product is essentially: y/x In this way, "x percent of y partitioned by y percent of x" streamlines to y separated by x.