I need help with algebra and recursive formulas. i will give 10 points for anyone who helps and will mark brainliest is right.. thank you!! :) the question is:
Complete the recursive formula of the geometric sequence 10, 6, 3.6, 2.16
a(1) equals =_____
a(n) = a(n−1)x ______
1 answer:
A(1) equals = 10 a(n) = a(n-1)x 3/5
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A) f + s + t = 148 B) f + 10 = s C) t = 4 * f Substituting C) into A) A) f + s + 4f = 148 Substituting B) into A) A) f + f + 10 + 4f = 148 A) 6f = 138 f = 23 B) f + 10 = s s = 33 t = 4 * 23 t = 92 23 + 33 + 92 = 148
Answer:
26
Step-by-step explanation:
Answer:
80 minutes
Step-by-step explanation:
(3/4)/30=2/x
cross product
30*2=(3/4)x
60=3/4x
x=60/(3/4)
x=(60/1)(4/3)
x=240/3
x=80
They are both an average calculation to the nearest whole number.