If a museum is 40 miles away from the school, and the first stop is after 12 miles, second stop is after 26 miles from the starting point, then find the percentage of distance left to be covered after second stop?
Answers
Answered by
0
Answer:
Step-by-step explanation:
total distance = 40 miles
first stop = 12 mile
second stop = 26 mile
third stop = total distance - first stop + second stop
= 40 - 12+ 26
= 40 - 38
= 2
distance covered after second stop = 2 miles
Answered by
0
Answer:
Percentage of remaining distance = 35%
Step by step explanation;
In Context to the question given;
We have to find the percentage of distance left to museum after the second stop;
Given;
Total Miles to be covered = 40
First stop = 12 miles
Second Stop from the starting point = 26miles
Therefore;
Remaining miles to be covered after second stop = Total miles - Second Stop from the starting point
Remaining miles to be covered after second stop = 40 -26 = 14 miles
We have to fine the percentage
Therefore;
Percentage of remaining distance = (Remaining miles / Total miles )x 100
=(14/40) x 100
= 0.35 x 100
= 35%
Percentage of remaining distance = 35%
Percentage of remaining distance = 35%
Step by step explanation;
In Context to the question given;
We have to find the percentage of distance left to museum after the second stop;
Given;
Total Miles to be covered = 40
First stop = 12 miles
Second Stop from the starting point = 26miles
Therefore;
Remaining miles to be covered after second stop = Total miles - Second Stop from the starting point
Remaining miles to be covered after second stop = 40 -26 = 14 miles
We have to fine the percentage
Therefore;
Percentage of remaining distance = (Remaining miles / Total miles )x 100
=(14/40) x 100
= 0.35 x 100
= 35%
Percentage of remaining distance = 35%
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