Series and Sequences

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Across
  1. 4. THE SEQUENCE OF REAL NUMBERS WHICH IS DETERMINED BY TAKING THE RECIPROCALS OF THE ARITHMETIC PROGRESSION NOT CONTAINING ZERO
  2. 6. EACH OF THE NUMBER ON THE LIST OF SEQUENCE IS CALLED A _____
  3. 7. SIGNIFIES THE SUM OF THE TERMS OF A SEQUENCE
  4. 8. SERIES IS A _____ OF NUMBERS SEPARATED BY "+" OF "-"
  5. 9. THE SEQUENCE IN WHICH EACH TERM AFTER THE FIRST IS OBTAINED BY MULTIPLYING THE PRECEDING TERM BY A CONSTANT
Down
  1. 1. THE SEQUENCE IN WHICH EACH TERM AFTER THE FIRST IS OBTAINED BY ADDING A CONSTANT TO THE PRECEDING TERM
  2. 2. THE SEQUENCE IS A SET OF NUMBERS THAT STARTS WITH ONE OR ZERO AND PROCEEDS BASED ON A RULE THAT EACH NUMBER IS EQUAL TO THE SUM OF THE PRECEDING TWO NUMBERS
  3. 3. A FUNCTION WHOSE DOMAIN IS THE SET OF POSITIVE INTEGERS
  4. 5. A SEQUENCE IS A LIST OF NUMBERS SEPARATED BY _____