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harina [27]
3 years ago
13

Is 2(6-3x)+x equivalent to 2(3x)+x?

Mathematics
1 answer:
nalin [4]3 years ago
4 0
No
2(6-3x) = 12-6x
2(3x)+x = 7x
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one mechanic can do a certain job in 4 days, a second mechanic in 6 days, and a third in 8 days. in what time can the three toge
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Now the first mechanic takes 4 days to do the job, so after he has worked for 1 day only, he has done 1/4 of the whole thing.

the second mechanic can do it in 6 days, so after 1 day only of work, he has done 1/6 of the whole thing.

the third mechanic can do it in 8 days, so after a day, he has done 1/8 of the total work.

now, if they all three work together, after 1 hour has gone by, the first mechanic has done 1/4 of the whole thing, the second mechanic has done 1/6 of it, and the last one, has done 1/8.

let's say it took all three working together "t" days, that means after 1 hour of work, they all combined have done 1/t of the whole thing, thus

\bf \stackrel{first~mechanic}{\cfrac{1}{4}}~+~\stackrel{second~mechanic}{\cfrac{1}{6}}~+~\stackrel{third~mechanic}{\cfrac{1}{8}}~=~\stackrel{total~work}{\cfrac{1}{t}}\\\\
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\textit{let's use our LCD of 24 on the left-hand-side}
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\cfrac{6~+~4~+~3}{24}=\cfrac{1}{t}\implies \cfrac{13}{24}=\cfrac{1}{t}\implies t=\cfrac{24}{13}\implies \stackrel{\textit{1day, 20hrs, 18mins}}{t=1\frac{11}{13}}
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Answer: a) $778.67  b) 19 years

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The formula you would use is

a_{n}=P(1-r)^{n}

where a is the amount

n is the length of time

P is the principle

and r is the rate in decimal form

a)

a^{12} =34,000(1-.27)^{12} \\a_{12}=34,000(.73)^{12}\\a_{12} =778.67

b)

put your initial equation into a graphing calculator and  use the table function to find that after 18 years it is worth 117 and in 19 years 86-

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