A sequence of numbers is given: 78, 52, 91, 54, 84, 58. What would be the rule that is governing this sequence?

A sequence of numbers is given: 8800, 6600, 4950, 3712.5, 2784.375. What would be the rule that is governing this sequence?

A sequence of numbers is given: 78, 52, 91, 54, 84, 58. What would be the rule that is governing this sequence?AThe product of any two consecutive terms has 4 at the hundreds placeBThe product of any two consecutive terms has 4 at the thousands placeCThe product of any two consecutive terms has 4 at the tens placeDNone of these

Consider the following numeric sequence. If the sequence is to continue with the same general rule, determine the next term in the sequence. Give your answer in the space provided.-729; -243; -81; -27; -9;  ...Your answer

What is the term-to-term rule of the following sequence?13,1,123,213,3...31​ ,1,1 32​ ,2 31​ ,3

In which term of the given sequence will you get 52?3, 7, 12, 18, 25,