choose all values of x that would make the inequality true and how?
2/3 or 0.6 or 3/6 or 59% or 58x10_2
well, 2/3 = 0.66666
which is greater than any of the other numbers
I have no idea what the desired inequality is supposed to be.
Select the values of x that make the ineguality
To determine which values of x would make the inequality true, we need to know the inequality in question. Please provide the inequality you are referring to.
To determine which values of x would make the inequality true, let's assume the inequality is greater than or equal to:
2/3 ≥ x
To find the range of x values that satisfy this inequality, we can simply convert the given values to a common denominator (denominator of 3) and compare them to 2/3.
1. 2/3: Already in the denominator form, so we can compare it directly.
2. 0.6: Equivalent to 6/10, and we simplify it to 3/5. Comparing 3/5 to 2/3, we find that 3/5 < 2/3, so this value does not satisfy the inequality.
3. 3/6: Equivalent to 1/2. Comparing 1/2 to 2/3, we find that 1/2 < 2/3, so this value does not satisfy the inequality.
4. 59%: Equivalent to 59/100, and we simplify it to 3/5. Comparing 3/5 to 2/3, we find that 3/5 < 2/3, so this value does not satisfy the inequality.
5. 58x10^2: Equivalent to 5800/100, which simplifies to 58/1. Comparing 58/1 to 2/3, we find that 58/1 > 2/3. Therefore, this value satisfies the inequality.
In summary, the only value that makes the inequality true is x = 58x10^2 or 5800.