" If "sec theta=x+(1)/(4x)," prove thet "sec theta-e tan theta=2x sin(1)/(2x)

If sec theta=x+(1)/(4x), then prove that sec theta+tan theta=2x or (1)/(2x)

If sec theta=x+(1)/(4x), prove that :sec theta+tan theta=2x or ,(1)/(2x)

If sec theta = x + (1)/(4x) , then sec theta + tan theta =

If sec theta=x+(1)/(4x), then sec theta+tan theta=x,(1)/(x) (b) 2x,(1)/(2x)(c)-2x,(1)/(2x)(d)-(1)/(x),x

If tan theta=x-(1)/(4x), then sec theta-tan theta is equal to

If sec theta= x+1/(4x) then sec theta+ tan theta= a, x, 1/(x), b. 2x, 1/(2x), c.-2x, 1/(2x), d.-1/x, x

If sec theta=x+1/(4x) , then tan theta +sec theta is equal to

If sec theta= x+1/(4x) then sec theta+ tan theta= (a) x, 1/(x), (b) 2x, 1/(2x), (c) -2x, 1/(2x), (d) -1/x, x

If sec theta =x+1/(4x) , then tantheta + sec theta is equal to

If sec theta =x+1/(4x) , the value of sec theta + tan theta is equal to