find the value of a and b if 3+√2/3-√2-3-√2/3+√2=a+12√2b
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Hi friend, Here's the required answer:-
First solve the LHS:-
3+√2/3-√2-3-√2/3+√2= 3-3+√2/3-√2/3+√2-√2= 0.
Then the RHS:-
a+ 12√2b
Since it is given LHS=RHS
So, a+12√2b= 0
By hit and trial method, if we put the values of a and b as 0
Then, 0+12√2×0= 0
so a=0 and b=0.
Hope this helps you....
First solve the LHS:-
3+√2/3-√2-3-√2/3+√2= 3-3+√2/3-√2/3+√2-√2= 0.
Then the RHS:-
a+ 12√2b
Since it is given LHS=RHS
So, a+12√2b= 0
By hit and trial method, if we put the values of a and b as 0
Then, 0+12√2×0= 0
so a=0 and b=0.
Hope this helps you....
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