Find the pairs of equal sets from the following sets, if any, giving reasons: `A={0},\ B={x : x > 15\ a n d\ x<5},\ C={x : x-5=0},\ D={x : x^2=25}` `E={x : x` is an integral positive root of the equation `x^2-2x-15=0}` .

Find the pairs of equal sets from the following sets , if any, giving reason : A={0}, B= {x:x>15 and x<5} , C={x:x-5=0}, D ={x:x^2=25}, E={x : x is an integral positive root of the equation x^2-2x-15=0 } .

Find the pairs of equal sets, from the following sets, if any, giving reasons: A={0} B= {x:x gt 15" and "x lt 5} C{x:x-5=0} D={x:x^2=25} E ={ x:x is an integral positive root of the equation x^2-2x-15=0 }

Find the pairs of equal sets from the following sets,if any,giving reasons: A={0},B={x:x>15 and x<5},C={x:x-5=0},D={x:x^(2)=25}E={x:x is an integral positive root of the equation x^(2)-2x-15=0}

Find the pairs of equal sets, if any, give reasons: A" "=" "{0}, B=" "{x" ":" "x" ">" "15" "a n d" "x" "<" "5}, C" "=" "{x" ":" "x " "5" "=" "0" "}, D" "=" "{x" ": x^2=" "25}, E" "=" "{x" ":" "x" "i s" "a n" "in t egr a l" "pos i t i v e"

Find the pairs of equal sets, if any, give reasons: A = {0}, B= {x : x > 15 a n d x < 5}, C = {x : x 5 = 0 }, D = {x : x^2= 25}, E = {x : x i s a n in t egr a l pos i t i v e

Find the pairs of equal sets, if any, give reasons: A = {0}, B = {x : x > 15 and x C = {x : x – 5 = 0 }, D = {x: x^(2) = 25} , E = {x : x is an integral positive root of the equation x^(2) – 2x –15 = 0 }.

Find the pairs of equal sets, if any, give reasons: A = {0}, B = {x : x > 15 and x C = {x : x – 5 = 0 }, D = {x: x^(2) = 25} , E = {x : x is an integral positive root of the equation x^(2) – 2x –15 = 0 }.

Find the pairs of equal sets, if any, give reasons: A = {0}, B = {x : x > 15 and x C = {x : x – 5 = 0 }, D = {x: x^(2) = 25} , E = {x : x is an integral positive root of the equation x^(2) – 2x –15 = 0 }.

Find the pairs of equal sets, if any, give reasons: A = {0}, B = {x : x > 15 and x C = {x : x – 5 = 0 }, D = {x: x^(2) = 25} , E = {x : x is an integral positive root of the equation x^(2) – 2x –15 = 0 }.

Find the pairs of equal sets, if any, give reasons: A = {0}, B = {x : x > 15 and x C = {x : x – 5 = 0 }, D = {x: x^(2) = 25} , E = {x : x is an integral positive root of the equation x^(2) – 2x –15 = 0 }.