Question

8. A parallelogram has sides 24 cm and 16 cm. The distance
between two sides of length 24 cm is 10 cm. Find the distance
between two sides of length 16 cm.​

Answer 1

Answer:

15cm

Step-by-step explanation:

AB=24cm

AB=24cmAD=16cm

AB=24cmAD=16cmAE=10cm(given)

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC =10×24(cmsquare)

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC =10×24(cmsquare) =240cm

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC =10×24(cmsquare) =240cmAREA OF PARALLELOGRAM=FC×AD

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC =10×24(cmsquare) =240cmAREA OF PARALLELOGRAM=FC×AD 240= FC×16

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC =10×24(cmsquare) =240cmAREA OF PARALLELOGRAM=FC×AD 240= FC×16 FC=240/16=15

AB=24cmAD=16cmAE=10cm(given)area of ||gm=AE×DC =10×24(cmsquare) =240cmAREA OF PARALLELOGRAM=FC×AD 240= FC×16 FC=240/16=15distamce between AD and BC=15CM