If (5+2√6)x2−8+(5−2√6)x2−8=10,x∈R
On the basis of above information, answer the following questions :
If x∈(−3,5), then number of possible values of x, is-
1
2
3
4
The correct Answer is:C
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Similar Questions
If (5+2√6)x2−8+(5−2√6)x2−8=10,x∈R
On the basis of above information, answer the following questions :
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View SolutionIf (5+2√6)x2−8+(5−2√6)x2−8=10,x∈R
On the basis of above information, answer the following questions :
Number of solution (s) of the given equation is/ are -View Solution√x2−4−(x−2)=√x2−5x+6
View SolutionIf (5+2√6)x2−3+(5−2√6)x2−3=10, then x is equal to
View SolutionIf (5+2√6)x2−3+(5−2√6)x2−3=10, then x is equal to
View SolutionSolve for x:(5+2√6)x^(2−3)+(5−2√6)x^(2−3)=10.
View SolutionSolve for x:(5+2√6)x2−3+(5−2√6)x2−3=10
View SolutionIf (5+2√6)x2−3+(5−2√6)x2−3=10, then x=−−−−−−−−−−
View SolutionSolve √5x2−6x+8−√5x2−6x−7=1.
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