Answer:
x = 368 production of country A (millions of (MT)
y = 215 production of country B (millions of (MT)
z = 93 production of country C (millions of (MT)
Explanation:
Let call production as follows
Country A production x millions on MT
Country B production y millions on MT
Country C production z millions on MT
Then according to problem statement
x + y + z = 676 (1)
x = 60 + y + z
y = 122 + z
That system ( 3 equations and three unknown varables ) could be solved by any of the available procedures.
By subtitution we get
x = 60 + 122 + z + z ⇒ x = 182 + 2*z
And
182 + 2*z + 122 + z + z = 676
Solving for z
304 + 4*z = 676 ⇒ 4*z = 676 - 304 ⇒ 4*z = 372
z = 372/4 ⇒ z = 93 millions of (MT)
And
y = 122 + z ⇒ y = 122 + 93 ⇒ y = 215 millions of (MT)
x = 182 + 2*z ⇒ x = 182 + 2 ( 93) ⇒ x = 182 + 186
x = 368 millions of (MT)
We can cheked in equation 1
x = 368
y = 215
z = 93
Give a total of 676 millions of (MT)