Replace the following __ with the number that makes the inequalities equivalent. __ s < 42; s > - 7
The missing number that makes the inequalities equivalent is __.
The missing number that makes the inequalities equivalent is -6.
To make the inequalities equivalent, we need to find a number that satisfies both of them.
For the first inequality, s < 42, any number less than 42 would satisfy it.
For the second inequality, s > -7, any number greater than -7 would satisfy it.
Therefore, there is no specific number that makes both inequalities equivalent. The missing number is not applicable in this case.
To find the missing number that makes the inequalities equivalent, we need to determine the range of values that satisfy both inequalities.
The first inequality is s < 42, which means that s can be any value less than 42 but not equal to it.
The second inequality is s > -7, which means that s can be any value greater than -7 but not equal to it.
To find the range of values that satisfy both inequalities, we need to find the overlapping region between the two ranges.
Since the range of values for s in the first inequality is any value less than 42, and the range of values for s in the second inequality is any value greater than -7, the overlapping region is any value greater than -7 and less than 42.
Therefore, the missing number that makes the inequalities equivalent is any number greater than -7 and less than 42.