The missing terms is x = 421/54.
To complete the missing terms in the equation 6x 8 1/3 = 48, let's analyze the given expression:
6x: This could represent a numerical term multiplied by the variable x. We can assume that the coefficient of x is 6.
8: This could represent an integer or a whole number. Based on the context, it seems likely that 8 is the actual value.
1/3: This represents a fractional value of 1 divided by 3. It could be written as an improper fraction (3/9) or a mixed number (2 + 1/9).
= 48: This represents the equal sign, indicating that the expression on the left-hand side equals 48.
So, the complete equation could be written as:
6x + 8 + 1/3 = 48
Now, simplify the fraction on the left-hand side:
6x + 8 + 3/9 = 48
Combine the whole numbers on the left-hand side:
6x + 11/9 = 48
To isolate x, subtract 11/9 from both sides:
6x = 48 - 11/9
Express 48 as a fraction with a denominator of 9:
6x = 432/9 - 11/9
Combine the fractions on the right-hand side:
6x = 421/9
Divide both sides by 6 to find the value of x:
x = 421/9 * (1/6)
Simplify:
x = 421/54
Therefore, the complete equation and the solution for x are:
6x + 8 + 1/3 = 48
Therefore the missing terms is x = 421/54.