Let's simplify the equation step by step:
Start by distributing the constants in the brackets:
4×2 - 4×х - 7/9×3/8 + 7/9×36/7×х = 2
Now simplify the expression:
8 - 4x - 1/3 + 4x = 2
Combine like terms:
8 - 1/3 = 2
Now solve for x:
7 2/3 = 2
Since the equation does not balance at this point, it seems there may be an error in the initial calculation. Let's work through it again:
4×(2,5-х)-7/9×(3/8-36/7х)=2
4×(2.5-x)-7/9×(0.375-5.14x)=2
10 - 4x - 0.77777777777 + 3.0303030303x = 2
Combining the constants:
9.22222222 - 0.9696969697x = 2
Simplifying further:
6.22222222 = 0.9696969697x
x = 6.22222222 / 0.9696969697
x = 6.4
Therefore, the correct value of x is 6.4.
Let's simplify the equation step by step:
Start by distributing the constants in the brackets:
4×2 - 4×х - 7/9×3/8 + 7/9×36/7×х = 2
Now simplify the expression:
8 - 4x - 1/3 + 4x = 2
Combine like terms:
8 - 1/3 = 2
Now solve for x:
7 2/3 = 2
Since the equation does not balance at this point, it seems there may be an error in the initial calculation. Let's work through it again:
4×(2,5-х)-7/9×(3/8-36/7х)=2
4×(2.5-x)-7/9×(0.375-5.14x)=2
10 - 4x - 0.77777777777 + 3.0303030303x = 2
Combining the constants:
9.22222222 - 0.9696969697x = 2
Simplifying further:
6.22222222 = 0.9696969697x
x = 6.22222222 / 0.9696969697
x = 6.4
Therefore, the correct value of x is 6.4.