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Given, 2y . cos θ - x . sin θ = 0 ⇒ 2y . cos θ = x . sin θ … (i) Also given, 2x . sec θ - y . cosec θ = 3 ⇒ 2x/cos θ - y/sin θ = 3 ⇒ 2x . sin θ - y . cos θ = 3 . sin θ . cos θ ⇒ 2 * 2y . cos θ - y . cos θ = 3 . sin θ . cos θ [from (i)] ⇒ 3y . cos θ = 3 . sin θ . cos θ ⇒ y = sin θ ⇒ x = 2 . cos θ [substituting the value of y in (i)] ∴ x² + 4y² = (2 . cos θ )² + 4 (sin θ )² = 4 cos² θ + 4 sin² θ = 4 * (cos² θ + sin² θ ) = 4 * 1 = 4
Statement:
Each snickers are kit Kat.
Only a few snickers are dairy milk.
Few snickers are not munch.
STATEMENT :
I Only few mangoes are oranges.
II Some oranges are banana
CONCLUSIONS:
Statement:
Atmost some circles are spheres
Only a few triangle are circle.
Some triangles are spheres.
Statements:
Some water is liquid.
Some liquid is milk.
No ice is milk.
Conclusions:
I. Some water is milk.
Statements:
Only a few Lotion is Shampoo.
No Shampoo is Conditioner.
Only Conditioner is Soap.
Conclusion:
Statements:
Only a few Test is Attempt.
No Solution is Test.
Some Question is Attempt.
Conclusions:
Statement:
Some Tiger are Lion
Only a few Lion are Jaguar
Statements:
Only cumin are coriander.
Some cumin are spices.
Some spices are turmeric.
Conclusions:
