What is the undefined value for the equation 14=7x/9+4x ?(1 point) Responses
x≠−9/4
x≠−49
x≠0 x
x≠94
The undefined value for the equation is x≠−9/4.
To find the undefined value for the equation 14 = (7x/9) + 4x, we need to identify the value of x for which the expression becomes undefined. In this case, the expression becomes undefined when the denominator (9) of the fraction becomes zero.
To solve for the undefined value, we set the denominator equal to zero and solve for x:
9 = 0
Since there is no solution to this equation, it means that there is no value of x for which the expression becomes undefined. Therefore, the undefined value for the equation 14 = (7x/9) + 4x is none (x can be any real number).
To find the undefined value of the equation 14 = (7x/9) + 4x, we need to identify the values of x that would make the equation undefined.
In this equation, the only value that would make it undefined is when the denominator becomes zero. In other words, we need to find the value of x that makes the fraction (7x/9) undefined.
To do this, we set the denominator equal to zero and solve for x:
9 = 0
Since there is no value of x that would make the denominator zero, the equation is defined for all real numbers. Therefore, the undefined value for the equation 14 = (7x/9) + 4x is x ≠ 0.