What is one value that is a solution t

o 4x+.8>3.2 b

ut not - 6 <-5x - 1

x = 0.8

Step-by-step explanation:

What this question asks us is that what value of x solves the first inequality but does not work for the second

Let's solve the first inequality;

4x > 3.2-0.8

4x > 2.4

x > 2.4/4

x > 0.6

Now all values of x which is greater than 0.6 is a solution to the first inequality

Now to the second, we have;

-6 > - 5x - 1

Using the range of values from the first inequality;

if we say x = 0.8

Then

-6 > - 5 (0.8) - 1

-6 > - 4-1

-6 > - 5

But this is not right in the real sense as actually

-5 > - 6

So we can confirm that 0.8 is a solution that works for the first inequality but doesn't work for the second