Answer :
-7t+3>-46
Subtract 3 on both sides to cancel it out.
-7t+3>-46
-3 -3
-7t>-49
Now divide -7 on both sides.
-7t>-49
/-7 /-7
t>7
This means the answer, or t, can be anything above 7.
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hope it helps
[tex]-7t+3>-46[/tex]
[tex]-3[/tex] [tex]-3[/tex]
___________ solve -46 - 3, which is -49.
[tex]-7t>-49[/tex]
___ ___ divide -7 on both sides, -7s should cancel out on the left.
[tex]-7[/tex] [tex]-7[/tex]
[tex]t>7[/tex], is the final answer