If A>0,c,d,u,v are non-zero constants, and the graphs of f(x)=|Ax+c|+d – InterviewSolution

1.	If A>0,c,d,u,v are non-zero constants, and the graphs of f(x)=\|Ax+c\|+d and g(x)=−\|Ax+u\|+v intersect exactly at 2 points (1, 4) and (3, 1) then the value of u+cA equals to
Answer» If $A > 0, c, d, u, v$ are non-zero constants, and the graphs of $f (x) = \| A x + c \| + d$ and $g (x) = - \| A x + u \| + v$ intersect exactly at 2 points (1, 4) and (3, 1) then the value of $\frac{u + c}{A}$ equals to

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