If the earth were tidally locked with the sun but the moon's orbital period remained as it is now, what would be the frequency of high lunar tides experienced on earth?

Twice per lunar orbit

Explanation:

If the tidal patterns on the ear were in lock as that of the sun than the moon's orbital rotation would create a force that would be twice that of the lunar rotation cycle as of the sun and the moon and the high amount of the lunar tides that are experienced on the earth will be twice as high due to the gravitational pull of the moon and the sun.

Answersocial classes;

In a right-angled triangle: 1- the hypotenuse is the longest side2- we can apply pythagorean rule which states that: (hypotenuse)^2 = (side1)^2 + (side2)^2for the given triangle,longest side is 15 cm  side1 = 9 cmside2 is 12 cm  to check whether the triangle is right-angled or not,compare (15)^2 to the summation of (9)^2 and (12)^in other words, compare 225 to the summation of 81 and 144if they are both equal, then the triangle is right-angles, otherwise, it is not.you haven't provided the diagram showing her work, so i cannot tell the choice. however, apply my explanation to the question you have.