–26≥–66–a
To solve the inequality –26 ≥ –66 – a, we can isolate the variable "a" and find its possible values.
Step 1: Start by simplifying the expression on the right side:
-66 - a
Step 2: Combine like terms:
-66 - a = -66 - a
Step 3: Rewrite the inequality as an equation (since "-66 - a" remains the same):
-26 ≥ -66 - a
Step 4: To isolate the variable "a", rewrite the inequality with "a" on the right side by adding "a" to both sides of the equation:
-26 + a ≥ -66
Step 5: Simplify the equation by adding 26 to both sides:
-26 + a + 26 ≥ -66 + 26
a ≥ -40
Therefore, the possible values for "a" that satisfy the inequality –26 ≥ –66 – a are a ≥ -40.
To solve the inequality –26 ≥ –66 – a, we need to isolate the variable a.
First, we can simplify the right side of the inequality by combining the constants -66 and -a:
–26 ≥ -66 - a
Next, we can simplify the expression on the right side by combining -66 and -a:
–26 ≥ -66 - a
Now, we can simplify the inequality further:
–26 + 66 ≥ -a
40 ≥ -a
To solve for a, we need to multiply both sides of the inequality by -1, but since we are multiplying by a negative number, we need to reverse the inequality sign:
-1 * 40 ≤ -1 * -a
-40 ≤ a
Therefore, the solution to the inequality –26 ≥ –66 – a is a ≤ -40.