To solve this system of equations, you can use the method of substitution or elimination. Here is how you can do it using the substitution method:
First equation:
(1/3 + 1/2) x = 3.7(5/6) x = 3.75x/6 = 3.75x = 6 * 3.75x = 22.x = 22.5 / x = 4.5
Now, substitute x = 4.5 into the second equation:
(3/5 - 0.25) x = 4.(3/5 - 0.25) 4.5 = 4.(0.6 - 0.25) 4.5 = 4.0.35 4.5 = 4.1.575 = 4.6
Since 1.575 is not equal to 4.6, there might be a mistake in the calculations. I recommend checking the calculations to find and correct the error.
To solve this system of equations, you can use the method of substitution or elimination. Here is how you can do it using the substitution method:
First equation:
(1/3 + 1/2) x = 3.7
(5/6) x = 3.7
5x/6 = 3.7
5x = 6 * 3.7
5x = 22.
x = 22.5 /
x = 4.5
Now, substitute x = 4.5 into the second equation:
(3/5 - 0.25) x = 4.
(3/5 - 0.25) 4.5 = 4.
(0.6 - 0.25) 4.5 = 4.
0.35 4.5 = 4.
1.575 = 4.6
Since 1.575 is not equal to 4.6, there might be a mistake in the calculations. I recommend checking the calculations to find and correct the error.