while surfing through the net i have found the solution to my question,however i don't kno how have they reached to the answer: the question is :
r,s,t are prime nos. and p,q are positive integers such that L.C.M(p,q)=r square.s to the power 4.s square,then the no. of ordered pair(p,q) is?
2) a rectangle with sides 2m-1 and 2n-1 is divided into squares of unit length by drawing parallel lines. then the no. of rectangles possible withodd side length is?
while surfing through the net i have found the solution to my question,however i don't kno how have they reached to the answer: the question is :
r,s,t are prime nos. and p,q are positive integers such that L.C.M(p,q)=r square.s to the power 4.s square,then the no. of ordered pair(p,q) is?
2) a rectangle with sides 2m-1 and 2n-1 is divided into squares of unit length by drawing parallel lines. then the no. of rectangles possible withodd side length is?