A town's high temperature for a given month is 88°F and the low temperature is 65°F. Which compound inequality represents the range of temperatures for the given month?
The high temperature is 88°F and the low temperature is 65°F. To represent the range of temperatures for the given month, we can write a compound inequality as follows:
$65\leq x \leq 88$
65\le t\le88
65>t<88
65<t<88
t>88\ and\ t<65
whats leq
To find the compound inequality that represents the range of temperatures for the given month, we need to determine the highest and lowest possible temperature conditions.
Given that the high temperature is 88°F and the low temperature is 65°F, the range of temperatures falls between these two values.
A compound inequality contains two separate inequalities connected by the words "and" or "or." In this case, we need to use the "and" operator since we want a temperature that falls between the high and low values.
So the compound inequality representing the range of temperatures can be written as:
65°F ≤ temperature ≤ 88°F