[" 24.In the adjoining figure,"/_B=90^(@),/_BAC=theta^(@),BC=CD=4cm" and "AD=10cm" .find (i) "sin theta],[" and (ii) "cos theta]

In the adjoining figure , angle B=90^(@),angle BAC=theta^(@),BC=CD=4 cm and AD=10 cm , Find (i) sin theta and (ii) cos theta .

In the following figure,/_ABC=90^(@),BC=10cm,CD=6cm then AD=

In the given figure, /_B= 90^(@) . If AE= CD= 13 cm and BE= AD= 5 cm, then find BC.

In the adjoining figure, /_ABC=90^(@) and BDbotAC . If AB=5.7cm , BD=3.8cm , CD=5.4cm , then find the length of BC .

In the adjoining figure , AM =BM and angleB=90^(@). If angleBCM=theta , then find the values of the following : (i) sintheta (ii) tan theta (iii) sec theta

In the adjoining figure , AM =BM and angleB=90^(@). If angleBCM=theta , then find the values of the following : (i) sintheta (ii) tan theta (iii) sec theta

In the following figure,/_ACB=90^(@) and CD perp AB, If AD=4cm and BD=9cm then the ratio of BC:AC is

If 0^(@) < theta < 90^(@) "and" cos theta + sin theta = sqrt2,"find the value of" cos 3 theta.

If 0^(@)

In the following figure, angle ABC= 90^@, BC =10cm, CD =6cm , then AD=______________.