1. What do you call a sequence of numbers whose consecutive terms have a constant difference? A. Arithmetic Sequence B. Geomtric Sequnce C. Finite Sequence D. Infinite Sequence 2. Which of the following does NOT illustatre arithmetic sequence?

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.2: Arithmetic Sequences And Partial Sums
Problem 2ECP: Find a formula for the nth term of the arithmetic sequence whose common difference is 5 and whose...
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please answer 1,2,3

1. What do you call a sequence of numbers whose consecutive terms have a
constant difference?
A. Arithmetic Sequence
B. Geomtric Sequnce
C. Finite Sequence
D. Infinite Sequence
2. Which of the following does NOT illustatre arithmetic sequence?
C. counting numbers
D. perfect squares
A. even numbers
B. odd numbers
3. Edith and Valentina decided to save money within 40 day period. Edith starts
with 8 pesos every three days with increment of 3 pesos while Valentina
starts 12 pesos every 2 days with increment of 2 pesos. Who will have more
savings after the 40 day period?
A. Edith will have 220 more savings than Valentina after 40 days.
B. Valemtina will have 220 more savings than Edith after 40 days.
C. Edith will have 320 more savings than Valentina after 40 days.
D. Valentina will have 320 more savings than Edith after 40 days.
Transcribed Image Text:1. What do you call a sequence of numbers whose consecutive terms have a constant difference? A. Arithmetic Sequence B. Geomtric Sequnce C. Finite Sequence D. Infinite Sequence 2. Which of the following does NOT illustatre arithmetic sequence? C. counting numbers D. perfect squares A. even numbers B. odd numbers 3. Edith and Valentina decided to save money within 40 day period. Edith starts with 8 pesos every three days with increment of 3 pesos while Valentina starts 12 pesos every 2 days with increment of 2 pesos. Who will have more savings after the 40 day period? A. Edith will have 220 more savings than Valentina after 40 days. B. Valemtina will have 220 more savings than Edith after 40 days. C. Edith will have 320 more savings than Valentina after 40 days. D. Valentina will have 320 more savings than Edith after 40 days.
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