Product of x and Y is equal to the product of 540 and 784521.If x is e...
Understanding the Problem
To find the value of Y, we start with the equation given in the problem:
- The product of x and Y is equal to the product of 540 and 784521.
- We know that x = 45.
Now, we will express this mathematically:
- x * Y = 540 * 784521
Step 1: Calculate the Product of 540 and 784521
First, we need to calculate the product of 540 and 784521.
- 540 * 784521 = 423,000,540
Step 2: Substitute the Value of x
Next, we substitute the known value of x into the equation:
- 45 * Y = 423,000,540
Step 3: Solve for Y
To find Y, we divide both sides of the equation by 45:
- Y = 423,000,540 / 45
Now, we perform the division:
- Y = 9,400,011.
Final Result
Thus, the value of Y is:
- Y = 9,400,011.
Conclusion
In summary, by following these steps, we derived the value of Y from the given product equation:
- The key steps included calculating the product of the two large numbers and then isolating Y through division. The final value of Y is 9,400,011.
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