A big fat goose egg, where ever the water is is your shoreline......0:gradea:If your high tide is 5.1 meters as it will be at 12:38 pm today.
At low tide it will be .3 meters at 6:49 pm today.
How far will the water move offshore?
You are right. Now try this one. (revised)A big fat goose egg, where ever the water is is your shoreline......0:gradea:
How about this? As long as I'm in the water or sitting in front of it who cares?:rofl:If your high tide is 5.1 meters as it will be at 12:38 pm today. (this is point A)
At low tide it will be .3 meters at 6:49 pm today. (this is point B)
How far will the water move offshore? (from A to B)
Im going to have to make it a little simpler for you all.Not sure I understand your question about offshore, but the water does indeed rise and fall with the tide. How do I know this? GPS - that also shows elevation. There have been times I've seen it read minus numbers. In essence, you are below sea level while you're at sea level. Figure THAT one out! :rofl:
About the same chance of anyone being able to answer my question.:lobster::rofl:What are the chances of a tsunami anywhere in the Sea of Cortez, considering the seismic activity in the area?
You are real close. Vertical = ZOkay azfish, a little clarification is in order. Are we talking linear feet or vertical feet of distance? I work as a land surveyor and I know NO formulas, (based on the information given), that I could use to give you an answer. There's too
many variables. In most mathematical equations there is X,Y and Z available in order to solve for the answer. In my opinion your missing either X or Y, and possibly Z depending on how the equation is worded or the answer needed. In either
case, the forum will need more information in order to achieve a proper and mathematically proven answer. I say Z is the missing variable.
Exactly as you and Terry say, there is no formula for this question without knowing the angle of the slope and then it would be a fairly simple Trigonometry exercise.There is no formula. It totally depends on how steep the beach is. The lower the angle the more sand that is uncovered. And the angle may change as the sand doesn't go down at a constant rate.
Comon Kenny, what you didnt get it right in 3rd grade? (3th grade) HA HA HA HAExactly as you and Terry say, there is no formula for this question without knowing the angle of the slope and then it would be a fairly simple Trigonometry exercise.
Maybe it was supposed to be like the quize we had in the 3th grade about the boat with the ladder over the side with the steps one foot apart and bla bla bla and when the tide went down 3 feet, what rung would the water it be on? The same one of course.
What you don't seem to understand is that your question is complete nonsense, and if you weren't a supposedly educated adult that would be funny, but it's not.Comon Kenny, what you didnt get it right in 3rd grade? (3th grade) HA HA HA HA
Kenny you are so close with the correct formula equation. In fact trigonometry will give you the answer, but you're just a pinch off with your thoughts. Trig'n it will work, but we need to know how far away, horizontally speakingExactly as you and Terry say, there is no formula for this question without knowing the angle of the slope and then it would be a fairly simple Trigonometry exercise.
Maybe it was supposed to be like the quize we had in the 3th grade about the boat with the ladder over the side with the steps one foot apart and bla bla bla and when the tide went down 3 feet, what rung would the water it be on? The same one of course.