Question

Х/3-х/4<х/6-1, 6-х/2>х/4+3 пплииз помогите решить плиз

Answer 1

1) x/3-x/4<x/6-1; 4x/12-3x/12<x/6-1; x/12<x/6-1; x/12-x/6<-1; x/12-2x/12<-1; -x/12<-1; x<-1*(-12); x<12,                                                                                                 2) 6-x/2>x/4+3; 6-3>x/4+x/2; 3>x/4+2x/4; 3>3x/4; 3*4>3x; 12>3x; 12:3>x; 4>x.

Answer 2

Solving the Inequality Equation

To solve the given inequality equation (x/3) - (3/4) < (x/6) - 1 and (6 - x)/2 > (x/4) + 3, we'll follow these steps:

1. Simplify the Inequality Equations 2. Isolate the Variable 3. Solve for the Variable

Let's start by simplifying the given inequality equations.

Simplifying the Inequality Equations

The given inequality equations are: 1. (x/3) - (3/4) < (x/6) - 1 2. (6 - x)/2 > (x/4) + 3

We'll simplify each equation step by step.

For the first equation: (x/3) - (3/4) < (x/6) - 1

For the second equation: (6 - x)/2 > (x/4) + 3

Isolating the Variable

After simplifying the equations, we'll isolate the variable in each equation to solve for its value.

Solving for the Variable

Finally, we'll solve for the variable in each equation to find the solution to the given inequality.

Let's proceed with solving the given inequality equations step by step.