To solve this equation, we need to first distribute the 6(7/16) on the left side:
(x0 - a) - 6(7/16) = 3(17/16)
Now, convert the mixed fractions to improper fractions:
6(7/16) = 42/163(17/16) = 51/16
Now the equation becomes:
(x0 - a) - 42/16 = 51/16
Next, find a common denominator for the fractions on the left side:
(x0 - a) - 42/16 = 51/16(x0 - a) - (42/16) = 51/16(x0 - a) - (2(21/8)) = 3(17/16)
Combine the fractions on the left side:
(x0 - a - 21/8) = 3*(17/16)
Finally, add 21/8 to both sides to solve for x:
x0 - a = 3*(17/16) + 21/8x0 - a = 51/16 + 42/16x0 - a = 93/16
Therefore, the solution to the equation (x0 - a) - 6(7/16) = 3(17/16) is x0 - a = 93/16.
To solve this equation, we need to first distribute the 6(7/16) on the left side:
(x0 - a) - 6(7/16) = 3(17/16)
Now, convert the mixed fractions to improper fractions:
6(7/16) = 42/16
3(17/16) = 51/16
Now the equation becomes:
(x0 - a) - 42/16 = 51/16
Next, find a common denominator for the fractions on the left side:
(x0 - a) - 42/16 = 51/16
(x0 - a) - (42/16) = 51/16
(x0 - a) - (2(21/8)) = 3(17/16)
Combine the fractions on the left side:
(x0 - a - 21/8) = 3*(17/16)
Finally, add 21/8 to both sides to solve for x:
x0 - a = 3*(17/16) + 21/8
x0 - a = 51/16 + 42/16
x0 - a = 93/16
Therefore, the solution to the equation (x0 - a) - 6(7/16) = 3(17/16) is x0 - a = 93/16.