To find the value of 𝑦−𝑥/𝑦+𝑥, we first need to express y and x in terms of each other using the given equation 2.7x = 0.12y.

Step 1: Express y in terms of x
From the equation 2.7x = 0.12y, we can express y in terms of x as follows:
y = 2.7x / 0.12 = 22.5x

Step 2: Substitute y in the expression 𝑦−𝑥/𝑦+𝑥
Now we substitute y = 22.5x into the expression 𝑦−𝑥/𝑦+𝑥:
(22.5x - x) / (22.5x + x) = 21.5x / 23.5x

Step 3: Simplify the expression
The x's cancel out, leaving us with 21.5 / 23.5 = 0.9149 (rounded to four decimal places).

So, the value of 𝑦−𝑥/𝑦+𝑥 is approximately 0.9149 when 2.7x = 0.12y.

Question

To find the value of 𝑦−𝑥/𝑦+𝑥, we first need to express y and x in terms of each other using the given equation 2.7x = 0.12y.

Step 1: Express y in terms of x
From the equation 2.7x = 0.12y, we can express y in terms of x as follows:
y = 2.7x / 0.12 = 22.5x

Step 2: Substitute y in the expression 𝑦−𝑥/𝑦+𝑥
Now we substitute y = 22.5x into the expression 𝑦−𝑥/𝑦+𝑥:
(22.5x - x) / (22.5x + x) = 21.5x / 23.5x

Step 3: Simplify the expression
The x's cancel out, leaving us with 21.5 / 23.5 = 0.9149 (rounded to four decimal places).

So, the value of 𝑦−𝑥/𝑦+𝑥 is approximately 0.9149 when 2.7x = 0.12y.

Knowee AI · Accepted Answer

To find the value of 𝑦−𝑥/𝑦+𝑥, we first need to express y and x in terms of each other using the given equation 2.7x = 0.12y.

Step 1: Express y in terms of x
From the equation 2.7x = 0.12y, we can express y in terms of x as follows:
y = 2.7x / 0.12 = 22.5x

Step 2: Substitute y in the expression 𝑦−𝑥/𝑦+𝑥
Now we substitute y = 22.5x into the expression 𝑦−𝑥/𝑦+𝑥:
(22.5x - x) / (22.5x + x) = 21.5x / 23.5x

Step 3: Simplify the expression
The x's cancel out, leaving us with 21.5 / 23.5 = 0.9149 (rounded to four decimal places).

So, the value of 𝑦−𝑥/𝑦+𝑥 is approximately 0.9149 when 2.7x = 0.12y.

2.7x = 0.12y. Find the value of 𝑦−𝑥𝑦+𝑥.