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?

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

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

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.9; 7; 5; 3; 1;  ...Your answer

Instructions: For the following sequence, state the common difference, identify which is the explicit form and which is the recursive form of the rule, and find the term listed.Sequence: 2,202,402,602,…2,202,402,602,…Common Difference: Answer 1 Question 10