Respuesta :
Answer:
1) 6 days
2) Captain Salamander
Step-by-step explanation:
1) a = 243
r = ⅔
Sn = 650
650 = 243[(⅔)^n - 1]/(⅔ - 1)
(⅔)^n = 79/729
n ln(2/3) = ln(79/729)
n = 5.480683381
2) a = 180
d = -22
S5 = (5/2)[2(180) + 4(-22)]
S5 = 680 > 650
Captain Salamander is done within 5 days
Hence table for 6 days states
days Frazer Captain Salamander
1 243 180
2 2/3*243=162 180-22=158
3 2/3*162=108 158-22=136
4 2/3*108= 72 136-22=114
5 2/3*72=48 114-22=92
6 2/3*48=32 92-22=70
Total 665 614
what is word problem?
A word issue is the challenge of determining if two supplied expressions are comparable with respect to a set of rewriting identities in computer mathematics. The word problem for groups is a classic example, although there are numerous other examples.
How to solve?
Given two people frazer and Captain Salamander who have to lay bricks but get tired after every round
for farzer speed is 2/3 of bricks every time
and Captain salamander has speed of 22 tiles less in every round hence equation becomes - 2/3 previous day
and for captain Salamander it is previous day-22
hence table becomes
days Frazer Captain Salamander
1 243 180
2 2/3*243=162 180-22=158
3 2/3*162=108 158-22=136
4 2/3*108= 72 136-22=114
5 2/3*72=48 114-22=92
6 2/3*48=32 92-22=70
Total 665 614
Learn more about word probems
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