the lowest recorded temperature for each of the two states are listed below
-27and -35
write a inequality
Let x be the lowest recorded temperature for the first state and y be the lowest recorded temperature for the second state.
The inequality for the given information is:
x > -27
y > -35
To write an inequality comparing the lowest recorded temperatures for two states, let's assume State A has a lowest recorded temperature of -27 and State B has a lowest recorded temperature of -35.
The inequality can be written as:
-27 > -35
This inequality states that the lowest recorded temperature in State A, -27, is greater than the lowest recorded temperature in State B, -35.
To write an inequality for the lowest recorded temperature of the two states, we need to compare the temperatures given.
Let's assign the variables "A" and "B" to represent the lowest recorded temperatures for the first and second state, respectively.
The inequality will compare these two values using the less than symbol ("<") or the greater than symbol (">"), depending on whether you want to compare which temperature is lower or higher.
If you want an inequality to express that the temperature for the first state is lower than the temperature for the second state, the inequality would be: A < B.
If you want an inequality to express that the temperature for the second state is lower than the temperature for the first state, the inequality would be: B < A.
Since the given temperatures are -27 and -35, let's assume -27 represents the temperature for the first state (A) and -35 represents the temperature for the second state (B). Therefore, the inequality would be:
A < B
-27 < -35