SOLUTION: for a certain day the depth of water,h, in metres in Tofino,B.C at time t, in hours, is given by the formula:
h(t)= 7.8+sin[pi/6(t-3)], tE[0,24], Assume t=0 represents midnight.
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-> SOLUTION: for a certain day the depth of water,h, in metres in Tofino,B.C at time t, in hours, is given by the formula:
h(t)= 7.8+sin[pi/6(t-3)], tE[0,24], Assume t=0 represents midnight.
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Question 1042182: for a certain day the depth of water,h, in metres in Tofino,B.C at time t, in hours, is given by the formula:
h(t)= 7.8+sin[pi/6(t-3)], tE[0,24], Assume t=0 represents midnight. Provide an algebraic solution to determine the time(s) of day, the water reaches the depth of 10.29m, (Give the answer in hours and minutes)
Thank you Answer by addingup(3677) (Show Source):
You can put this solution on YOUR website! 10.29(0)= 7.8+sin[pi/6(0-3)] = 7.8 and .8*60 = 48 so the water reaches 10.29m in 7 hours and 48 minutes
