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water is projected from two rubber pipes at the same speed from one at angle of 30 and from the other at 60 why are the ranges equal

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Water is projected from two rubber pipes at he same speed -from one at an angle of 30 and from one at an angle 60 why are the ranges equal?

Without going into a large Calculus based proof, if two angles of projection are complementary (add to 90 degrees) then the ranges are the same. A 45 degree angle yields the greatest range, but 40 degrees and 50 degrees would yield the same range, so would 30 degrees and 60 degrees. Similarly, 0 degrees and 90 degrees would also have the same range (a range of zero, that is).


Water is projected from two rubber pipes at the same speed-from one at an angle of 30 and from the other at 60why are the ranges equal?

w2hen the angle of projection is larger than 45 degree the height attained will be more but the range is again less.in this case angle is 30 degree which is less than 45 degree and 60 degree angle is greater than angle of 45 degree which have less range and is equal to range of 30 degree .so ranges are equal.


Why angles of 30 and 60 degrees have same range?

because 30 and 60 makes 90


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