Eight less than a number " n" , is at least 10.
The inequality for this condition can be represented as
[tex]\bold{ { n-8\geq 10}}\\[/tex]
Hence option (2) is correct
To find out the expression for this inequality let us consider that the number be ''n"
Since the actual number in the question is less than this number [tex]\rm n[/tex] by [tex]8[/tex] hence let the new number be [tex]\rm N[/tex]
From the given condition in the statement we can write that
[tex]\rm N = n-8[/tex]
According to the condition given in the statement we can write that
The value of [tex]\rm N[/tex] is at least 10. This means the minimum value for [tex]\rm N[/tex] is 10.
This signifies that N can be any number with minimum value 10.
So the inequality for this condition can be represented as
[tex]\rm\bold{ { N\geq 10}}\\\bold{ { n-8\geq 10}}\\[/tex]
Hence option (2) is correct
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