Problem: If the expression
β£β£β£β£β£βadβcbββ£β£β£β£β£β
has the value abβcd for all values of a,b,c and d, then the equation
β£β£β£β£β£β2xxβ1xββ£β£β£β£β£β=3
Answer Choices:
A. is satisfied for only 1 value of x.
B. is satisfied for 2 values of x.
C. is satisfied for no values of x.
D. is satisfied for an infinite number of values of x.
E. is satisfied for none of these answers.
Solution:
β£β£β£β£β£β2xxβ1xββ£β£β£β£β£β=2xβ
xβ1β
x=3;β΄x=β1,23β