Write the following sets in the roaster from.
(i) `A={x:x in R, 2x + 11=15}`
(ii) `B = {x |x^(2)=x,x in R}`
C = {`x|x` is a positive factor of a prime number p}

Write the following sets in the roaster form. A= {x : x in R, 2x+11 = 15}

Write the following sets in the roaster form. B= {x |x^(2)= x, x in R}

Write the following sets in the roaster from. F= {x"/"x^(4)-5x^(2)+6=0, x in R}

Write the following sets as intervals (i) {x:x in R, -2 lt x lt 15} (ii) {x:x in R, x ge 2}

Write the follwing sets as intervals. (i) (x:x in R, -3 lt x le 15) (ii) (x:x in R, -2 lt x)

Write the follwing sets as intervals. (i) (x:x in R, -3 lt x le 15) (ii) (x:x in R, -2 lt x)

Write the following sets in the roster from. (i) P={x//x in W "and" x cancelinN) (ii) S={f//f "is a factor of"13}

Write the following sets in the roaster form. C= {x|x is a positive factor of a prime number p}

Write the following sets in roaster form C = {x: x is a prime number which is a divisor of 30}

Write the following sets in Roaster form : (i) A={x:x" is a natural number and "xlt10"} (ii) B={ x : x" is a prime number which are the factor of "60} (iii) C= set of all letters of the word 'MATHEMATICS'. (iv) D={x:x" is an even natural number"} (v) E={x:x" is an integers and "x^(2)le10} (vi) F={x:x" is an integer and "-(3)/(2)ltxlt(5)/(2)"} .