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I have been travelling from place A to place 8. On
the first day travelled one quarter of the distance
On the second day

By Kylie

I have been travelling from place A to place 8. On
the first day travelled one quarter of the distance
On the second day, I travelled one hall of the
remaining distance. On the third day, I travelled
three-quarters of the remaining distance. Yesterday, I travelled
one-third of the remaining distance. I now have 21 km left to
travel What is the total distance between the places?

Guys please help me with this question.
Please tell step by step explanation..
Please friends ♥️♥️​

About the author
Kylie

(4/9)^-3 × (-2/3)^3
^this is for exponents power
please do it i need to submit tmrw​

3. Six million and seventy five thousand written as
tua thousand
​

1 thought on “I have been travelling from place A to place 8. On<br />the first day travelled one quarter of the distance<br />On the second day”

  1. Answer:

    42 km

    Step-by-step explanation:

    1/4x + {(1/2)×(1/4)} + [{3 × 4/ (1/2 × 1/4)}] + 21km = X

    1/4 + 1/8 + 3/24 km + 21 = X

    6 + 3 + 3/24(add all fraction, their LCM = 24) + 21km = X

    12/24 + 21 = X

    If 12 parts of 24 = the fractions then the remaining 12 parts = 21km

    and 12 parts is the half of 24.

    So, 12(21km) + 12(21km) = 42 km

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