C={7^x+y=343, solution set of (x ,y)}
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Step-by-step explanation:
Given:-
C={7^x+y=343}
To find:-
Find the solution set for C={7^x+y=343}
Solution:-
Given set C={7^x+y=343}
=> 7^(x+y)=343
=> 7^(x+y)=7×7×7
=> 7^(x+y)=7^3
On Comparing both sides then
=> x + y = 3
If x and y natural numbers then the solutions are (1,2),(2,1)
Solution set ={(1,2),(2,1)}
If x and y are whole numbers then the solution set = {(0,3),(1,2),(2,1),(3,0)}
Answer:-
- If x and y natural numbers then theSolution set ={(1,2),(2,1)}
- If x and y are whole numbers then the solution set = {(0,3),(1,2),(2,1),(3,0)}
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