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If you can answer question number 2 I appreciate it if you can’t that’s okay, but when you answer the question please do a long explanation and a short explanation. also when you answer the questions no decimals and when you answer the question please put. Example: question 1 then put the answer same for question 2

If you can answer question number 2 I appreciate it if you can’t that’s okay, but-example-1
User MagePsycho
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1 Answer

24 votes
24 votes

Given that,

The time taken by each girl in the race is given by,

Barbara:


=3(3)/(10)\text{ minutes}

Donna:


=2(4)/(5)\text{ minutes}

Cindy:


=x\text{ minutes}

Nicole


2(1)/(10)\text{ minutes}

1) Each girl ran one part of the race.

Total time taken is,


\begin{gathered} 11(3)/(5)\text{ minutes} \\ \end{gathered}

we get that,


3(3)/(10)+2(4)/(5)+x+2(1)/(10)=11(3)/(5)


(33)/(10)+(14)/(5)+x+(21)/(10)=(58)/(5)


(33+(14*2)+21)/(10)+x=(58)/(5)


(33+28+21)/(10)+x=(58)/(5)


(82)/(10)+x=(58)/(5)


x=(58)/(5)-(82)/(10)

Taking LCM of 5,10. LCM of 5,10 is 10

we get,


x=(58*2-82)/(10)


x=(116-82)/(10)


x=(34)/(10)


x=(17)/(5)


x=3(2)/(5)

we get,


x=3(2)/(5)\text{ minutes}

Cindy takes 3 2/5 minutes.

2) To find the difference between fastest girl's time and slowest girl's time

Nicole is the fastest girl since her race time is 21/10 minutes

Cindy is the slowest girl with the race time 34/10 minutes

Difference between them is,


=(34)/(10)-(21)/(10)
=(13)/(10)
=1(3)/(10)\text{ minutes}

Difference is 1 3/10 minutes.

Answer is: 1 3/10 minutes.

User Lamanus
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