- #1
"t>= 0 = A" is a mathematical expression that represents an inequality. It means that the value of "t" is greater than or equal to zero and is equivalent to the value of "A".
To solve this inequality, you need to isolate the variable "t" on one side of the equation. You can do this by subtracting "A" from both sides of the equation, which will give you "t>= 0 - A = 0". Then, you can simplify the equation by combining like terms and solving for "t". In this case, the solution is "t>= -A".
The variable "t" represents an unknown quantity, while "A" represents a known value. Inequalities are used to compare these two quantities and determine the relationship between them.
Yes, this inequality can have infinite solutions. For example, if "A" is equal to 0, then any value of "t" that is greater than or equal to 0 will satisfy the inequality. Therefore, the solutions are all real numbers greater than or equal to 0.
The only difference between these two inequalities is the use of the greater than or equal to symbol (">=") versus the greater than symbol (">"). In the first inequality, the value of "t" can equal 0 and still satisfy the inequality, while in the second inequality, the value of "t" must be strictly greater than 0 to satisfy the inequality.