If p,q,r,sare in proportion, then we have
p:q::r:s
p:s::q:r
Both(a)and(b)
q:r::p:s
Two ratios are in proportion then product of their extreme terms is equal to the product of their middle terms
Here, p,q,r,s are in proportion then
⇒p:q::r:s
p×s=q×r
Hence, option (A) is correct.
If x,y,a,b are in proportion , then
If a,b,c,d are in proportion,then
If two ratios are equivalent, then we say that they are in proportion.