Respuesta :
Answer: " g < 3 " .
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Explanation:
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Given:
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9g < 27 ;
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Divide EACH side of the inequality by "9" ; to isolate "g" on one side of the inequality; and to solve for "g" ;
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9g/9 < 27/9 ;
to get:
_________________________________
" g < 3 " .
_________________________________
_______________________________________
Explanation:
____________________
Given:
____________________
9g < 27 ;
____________________
Divide EACH side of the inequality by "9" ; to isolate "g" on one side of the inequality; and to solve for "g" ;
_________________________________
9g/9 < 27/9 ;
to get:
_________________________________
" g < 3 " .
_________________________________
Hmm, let's see what we're working with here
9(g) - 27 [tex] \leq ?[/tex]
9(g) - 27
We have to divide ( ÷ ) from the number '9' & we also have to add ( + ) from the number '3'
Problem → 9.0 (-27.0)[tex] \leq [/tex] ?
Therefore, your answer would most likely → [tex]g \leq 3[/tex]
9(g) - 27 [tex] \leq ?[/tex]
9(g) - 27
We have to divide ( ÷ ) from the number '9' & we also have to add ( + ) from the number '3'
Problem → 9.0 (-27.0)[tex] \leq [/tex] ?
Therefore, your answer would most likely → [tex]g \leq 3[/tex]