18 X +15 Y is equal to 3468 if X is equal to 2 or the value of Y

Answer: $Y = 228.8$

Step-by-step solution

We are given the equation $18X + 15Y = 3468$ and the value of $X = 2$ . To find $Y$ , we first substitute the value of $X$ into the equation.

Next, we multiply $18$ by $2$ to simplify the equation. This gives us $36 +$ $15Y = 3468$ .

To isolate the term with $Y$ , we subtract $36$ from both sides of the equation. This moves the constant term to the right side.

Now, we perform the subtraction on the right side of the equation: $3468 - 36 = 3432$ . So, the equation becomes $15Y = 3432$ .

Finally, to solve for $Y$ , we divide both sides of the equation by $15$ . This isolates $Y$ and gives us its value.

Performing the division, $3432 \div 15 = 228.8$ . Therefore, the value of $Y$ is $228.8.