question 14 (1 point)\nthe behaviour tides in a fishing community can be modelled using the function h = 3…

question 14 (1 point)\nthe behaviour tides in a fishing community can be modelled using the function h = 3 sin 30(t - 4), where h represents the height of the tide, in metres, at t hours after noon. what would h(-2) represent?\nthe height of the tide at 10 pm\nthe height of the tide at 10 am\nthe height of the tide 2h before the tides ever started\nthis doesnt have any meaning

question 14 (1 point)\nthe behaviour tides in a fishing community can be modelled using the function h = 3 sin 30(t - 4), where h represents the height of the tide, in metres, at t hours after noon. what would h(-2) represent?\nthe height of the tide at 10 pm\nthe height of the tide at 10 am\nthe height of the tide 2h before the tides ever started\nthis doesnt have any meaning

Answer

Explanation:

Step1: Analyze the variable t

t represents hours after noon.

Step2: Evaluate t = - 2

When t=-2, it means 2 hours before noon. 2 hours before noon is 10 am. Since h(t) represents the height of the tide at t hours after noon, h(-2) represents the height of the tide at 10 am.

Answer:

The height of the tide at 10 am