As per the statement, “If 62,000 people move from town B to town A, the ratio between the population of town A and that of town B will be 11:1 =>x+62000:y−62000=11:1
=>y−62000x+62000=111
=>x+62000=11y−682000
=>x−11y=−7,44,000 — (2)
Subtracting equation (2) from (1), we get 10y=8,40,000=>y=84,000
Substituting y=84,000 in the equation (1), we get x−84000=96000=>x=1,80,000
Hence, population of Town A =1,80,000 and population of Town B =84000
Answer:
Given:–
The population of town A is 7,59,324 and that of town B is 3,48,006. By how much is the population of town A is more than town B.
To Find:–
How much population of town A is more than town B.
Note:–
●》For finding How much population of town A is more than town B = A town population – B town population.
Solution:–
[tex] \huge\red{A \ \ town \ \ population = 7,59,324} [/tex]
[tex] \huge\red{B \ \ town \ \ population = 3,48,006} [/tex]
[tex] \huge\red{\ \ \ \ A \ \ is \ \ more \ \ than \ \ B = ?} [/tex]
☆ According to note first point~
▪︎[tex] Population \ \ of \ \ A \ \ more \ \ than \ \ B = A \ \ population – B \ \ population [/tex]
▪︎[tex] Population \ \ of \ \ A \ \ more \ \ than \ \ B = 7,59,324 – 3,48,006 [/tex]
☆ After doing calculations~
▪︎[tex] Population \ \ of \ \ A \ \ more \ \ than \ \ B = 4,11,318 [/tex]
[tex]\huge\pink{ A \ \ is \ \ more \ \ than \ \ B = 4,11,318} [/tex]
Answer:–
Hence, the population of a town A more than town B = 4,11,318.
:)
Answer:
Let population of Town A be x and of Town B be y
Given, x=y+96000=>x−y=96000 — (1)
As per the statement, “If 62,000 people move from town B to town A, the ratio between the population of town A and that of town B will be 11:1 =>x+62000:y−62000=11:1
=>y−62000x+62000=111
=>x+62000=11y−682000
=>x−11y=−7,44,000 — (2)
Subtracting equation (2) from (1), we get 10y=8,40,000=>y=84,000
Substituting y=84,000 in the equation (1), we get x−84000=96000=>x=1,80,000
Hence, population of Town A =1,80,000 and population of Town B =84000