Find the 8th term of the geometric sequence 1, 2, 4, 8,... 10. a. 48 6. 128 C. 34 d. 64 It was observed that a boy continually grows up to age 25. Consider the growth of Jerem below. Age (in years) Height (in cm) If the pattern continues, how tall is Jerem at age 25? a. 186 11. 15 16 18 170 172 174 b. 188 C. 190 d. 192 12. Miss May started saving P10.00 in September and each month thereafter she saved twice the of the 6th
Find the 8th term of the geometric sequence 1, 2, 4, 8,... 10. a. 48 6. 128 C. 34 d. 64 It was observed that a boy continually grows up to age 25. Consider the growth of Jerem below. Age (in years) Height (in cm) If the pattern continues, how tall is Jerem at age 25? a. 186 11. 15 16 18 170 172 174 b. 188 C. 190 d. 192 12. Miss May started saving P10.00 in September and each month thereafter she saved twice the of the 6th
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Question
Can you answer 11 and please no need for solution
Transcribed Image Text:A sequence in which each term after the first is obtained by adding the a constant to the preceding
term.
a. Harmonic
b. Arithmetic
c. Geometric
form from the nth of an arithmetic sequence {an}
7.
d. Fibonacci
A sequence with the term bn=
a. Harmonic
b. Arithmetic
c. Geometric
d. Fibonacci
8.
What term is 20 in the arithmetic sequence -4, -1, 2,...
16 9
What is the common ratio of the sequence -3, 6, -12, 24...?
c. 10th
d. 11th
9.
a. 3
b. 2
Find the 8th term of the geometric sequence 1, 2, 4, 8,...
6. 128
d. - 3
10.
a. 48
c. 34
d. 64
It was observed that a boy continually grows up to age 25. Consider the growth of Jerem below.
Age (in years)
Height (in cm)
If the pattern continues, how tall is Jerem at age 25?
a. 186
11.
15
18
170
172
174
b. 188
c. 190
d. 192
12.
Miss May started saving P10.00 in September and each month thereafter she saved twice the
amount of what she saved in the previous month. How much did she save at the end of the 6th
month?
d. a2
a. 1280
Find the value of this summation Et-1(k)3
b. 630
C. 320
13.
6. 100
What is the value of the summation E-(-1)k+1k ?
b. -4-
a. 110
C. 30
00 win 00
14.
C. 3
d. -2
What is the sigma notation for this series 4-7 +10- 13 + 16?
a)E-1-(1)"(3n – 1)
15.
b. E-(-1)"(3n + 1)
C. E=1-(-1)"(3n + 1)
d. E=1-(n)"(3n + 1)
Checked:
Prepared by:
LEA P. CARAQUIL, Ed. D.
SST-3
JUNREY P. FALCON, Ph. D.
Assistant Principal II
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