To add the given expressions, we first need to find a common denominator for both fractions in terms of "x" and "y."
For the first expression, we have4x - 3/7y
For the second expression, we have4x - 5/4y
To add these expressions, we combine the "x" terms and the "y" terms separately:
Combining the "x" terms4x + 4x = 8x
Combining the "y" terms-3/7y + (-5/4)y = (-3/7 - 5/4)To find a common denominator, we multiply the denominators7 * 4 = 28
Now, we adjust the fractions to have a common denominator of 28-3/7 = -12/2-5/4 = -35/28
Combining the fractions(-12/28 - 35/28)y = (-12 - 35)/28y = -47/28y
Putting it all together8x - 47/28y
Therefore, the simplified expression 1/3(4x) - 3/7(11y) + 2/1(4x) - 5/4(11y) is equal to 8x - 47/28y.
To add the given expressions, we first need to find a common denominator for both fractions in terms of "x" and "y."
For the first expression, we have
4x - 3/7y
For the second expression, we have
4x - 5/4y
To add these expressions, we combine the "x" terms and the "y" terms separately:
Combining the "x" terms
4x + 4x = 8x
Combining the "y" terms
-3/7y + (-5/4)y = (-3/7 - 5/4)
To find a common denominator, we multiply the denominators
7 * 4 = 28
Now, we adjust the fractions to have a common denominator of 28
-3/7 = -12/2
-5/4 = -35/28
Combining the fractions
(-12/28 - 35/28)y = (-12 - 35)/28y = -47/28y
Putting it all together
8x - 47/28y
Therefore, the simplified expression 1/3(4x) - 3/7(11y) + 2/1(4x) - 5/4(11y) is equal to 8x - 47/28y.