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![Let P be the relation defined on the set of all real number such that P = [(a, b): sec^2a - tan^2b = 1]. Then P is :](https://d1hhj0t1vdqi7c.cloudfront.net/v1/RXg5LTFfS0xrbFk=/sd/ "Let P be the relation defined on the set of all real number such that P = [(a, b): sec^2a - tan^2b = 1]. Then P is :")
Let P be the relation defined on the set of all real number such that P = [(a, b): sec^2a - tan^2b = 1]. Then P is :
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Let a>0,and let P(x) be a polynomial with integer coefficients such that P (1)=P(3)=P(5)=P(7)=a , and P(2)=P(4)=P(6)=P(8)= a. The smallest possible value of a =5× Q. what is Q
