1)After covering 3/4 of my journey.I find that 15 km is still left. What is the total distance of the journey About the author Adalynn
Given :– After covering 3/4 of my journey.I find that 15 km is still left. What is the total distance of the journey ? Answer :– Let total journey is of x km . so, → covered (3/4) of journey = (3/4) ot x = (3x/4) km. then, → Left to be covered = x – (3x/4) = (4x – 3x)/4 = (x/4) km. A/q, → (x/4) = 15km → x = 60 km (Ans.) Hence, total distance of the journey is 60 km . Learn more :- A cylindrical overhead container is filled by two pumps P1 and P2. P1 can fill the container in 8 hr while P2 can fill t… https://brainly.in/question/38540894 Reply
Given: After covering 3/4 of my journey. I find that 15 km is still left. To Find: What is the total distance of the journey. Solution: It is given that 3/4 of the journey is completed. => 1 – 3/4 => (4-3)/4 => 1/4 So: 1/4 of the journey is still left. It is given that 15 km is still left. If 1/4 of the journey covers 15 km Then 3/4 of the journey covers how many km? => 1/4 = 15 km => 3/4 = ? km => ((3/4) x 15) ÷ (1/4) => (45/4) ÷ (1/4) => (45/4) x 4 => 45 km. So, 3/4 of the journey covers 45 km. Finding total distance: 3/4 of the journey covers 45 km and 1/4 of the journey covers 15 km. Total distance = 45 km + 15 km Total distance = 60 km. Hence, the total distance is 60 kilometers Reply
Given :– After covering 3/4 of my journey.I find that 15 km is still left. What is the total distance of the journey ?
Answer :–
Let total journey is of x km .
so,
→ covered (3/4) of journey = (3/4) ot x = (3x/4) km.
then,
→ Left to be covered = x – (3x/4) = (4x – 3x)/4 = (x/4) km.
A/q,
→ (x/4) = 15km
→ x = 60 km (Ans.)
Hence, total distance of the journey is 60 km .
Learn more :-
A cylindrical overhead container is filled by two pumps P1 and P2. P1 can fill the container in 8 hr while P2 can fill t…
https://brainly.in/question/38540894
Given:
After covering 3/4 of my journey. I find that 15 km is still left.
To Find:
What is the total distance of the journey.
Solution:
It is given that 3/4 of the journey is completed.
=> 1 – 3/4
=> (4-3)/4
=> 1/4
So: 1/4 of the journey is still left. It is given that 15 km is still left.
If 1/4 of the journey covers 15 km
Then 3/4 of the journey covers how many km?
=> 1/4 = 15 km
=> 3/4 = ? km
=> ((3/4) x 15) ÷ (1/4)
=> (45/4) ÷ (1/4)
=> (45/4) x 4
=> 45 km.
So, 3/4 of the journey covers 45 km.
Finding total distance:
3/4 of the journey covers 45 km and 1/4 of the journey covers 15 km.
Total distance = 45 km + 15 km
Total distance = 60 km.
Hence, the total distance is 60 kilometers