Respuesta :
Answer:
d. $25,140,000 in imports, $32,240,000 in exports
Step-by-step explanation:
Let x be the export worth and y be the import worth of Ireland.
Since, Balance trade = Export worth - Import worth
Then according to the question we have following equations :-
[tex]0.12x+0.21y=9,148,200...............................(1) \\\\x-y=7,100,000.....................................(2)[/tex]
Multiplying equation (2) by 0.21, we get
[tex]0.21x-0.21y=0.21\times7,100,000 \\\\\Rightarrow0.21x-0.21y=1,491,000........................(3)[/tex]
Adding (1) and (3), we get
[tex]0.21x+0.12x=9,148,200+1,491,000\\\\\Rightarrow0.33x=10639200\\\\\Rightarrow\ x=32,240,000[/tex]
Substituting value of x in (2), we get
[tex]32,240,000-y=7,100,000\\\\\Rightarrow y=32,240,000-7,100,000\\\\\Rightarrow y=25,140,000[/tex]
Hence, Ireland's import worth is 25,140,000 and export worth = $32,240,000
The answer is D. $25,140,000 in imports, $32,240,000 in exports
Edge 2021