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Jack is learning to ride a bicycle. in his first try, he rode for 4/100 mile, the second time he rode for 6/100 mile. In the next two tries, he rode successfully for 2/10 mile and 3/10 mile.

What is the total distance, written as a fraction, that Jack rode the bike in four tries?
What decimal number is equal to the total distances that jack rode his bike?

User Gowthaman
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2 Answers

7 votes


77
77/193รท8=77 Ea-9
User Nitsew
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5 votes

In the question , it is given that Jack is learning to ride a bicycle. in his first try, he rode for 4/100 mile, the second time he rode for 6/100 mile. In the next two tries, he rode successfully for 2/10 mile and 3/10 mile.

We have to find the total distance , and for that we have to add all the distances he rode, that is


(4)/(100) + (6)/(100) + (2)/(10)+(3)/(10)

Making all the denominator equal, by multiplying the last two numerators and denominators by 10


(4)/(100) + (6)/(100) + (20)/(100)+(30)/(100)

Now since the denominators are same, so we have to add the numerators, that is


(4+6+20+30)/(100) = (60)/(100) = (3)/(5) miles

In the second part, we have to find the total distance travelled in decimal , which is 0.6 miles .

User Phobos
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