Find the set of values of a-"R" , such that tan^2 x + sec^2 x = a holds for some a
I have solved the question , and i am left with three conditions
\[\huge a \ge 1 \] or \[\huge a \ge -1\] and \[\huge a \ge \frac{ -5 }{ 4 }\] I am stuck here , wether i should take union or intersection
(not verifying whether those conditions are correct)* be careful with the usage of "and"s and "or"s its (1st condition) OR (2nd condition) OR (3rd condition) right ?? because 'a' cannot take 2 values at a time, for example, saying a=10 AND a=11 for one equation is incorrect
yup , i carefuly used that
OR \(\equiv\) Union
and is intersection?
so union of 1st and 2nd , let say it is y thus y intersection the third condition
?
yes, AND = Intersection if your "and" is correct, then yes what u said is correct
yes getting a correct answer and is given the textbook -1 to infinity thank you again ^_^
welcome ^_^
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