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If X/2=y/3=z/7, then the value of (2x-5y 4z)/2y is?
Most Upvoted Answer
If X/2=y/3=z/7, then the value of (2x-5y 4z)/2y is?
X=2
y=3
z=7
(2x-5y+4z)/2y

2(2)-5(3)+4(7)/2(3)

4-15+28/6

17/6
Community Answer
If X/2=y/3=z/7, then the value of (2x-5y 4z)/2y is?
Problem: If X/2=y/3=z/7, then the value of (2x-5y 4z)/2y is?

Solution:

We are given that:
- X/2=y/3=z/7

We need to find the value of:
- (2x-5y 4z)/2y

Let's solve this step-by-step.

Step 1: Find the common value of X, y, and z.
- We can write X in terms of y and z using the given ratios.
- X/2 = y/3
- X = 2y/3
- Similarly, z = 7(X/2) = 7y/3

Step 2: Substitute the values of X, y, and z in the given expression.
- (2x-5y 4z)/2y
- Substitute X and z in terms of y.
- (2(2y/3)-5y 4(7y/3))/2y
- Simplify the expression.
- (4y/3 - 5y + 28y/3)/2y
- Combine like terms.
- (32y/3)/2y
- Cancel out 2 from the numerator and denominator.
- 16y/3

Step 3: Final Answer
- Therefore, the value of (2x-5y 4z)/2y is 16y/3.

Conclusion: The value of (2x-5y 4z)/2y is 16y/3.
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If X/2=y/3=z/7, then the value of (2x-5y 4z)/2y is?
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