N+L RULE

D.L.HOSPITAL RULE

A B C is a right-angled triangle in which /_B=90^0 and B C=adot If n points L_1, L_2, ,L_nonA B is divided in n+1 equal parts and L_1M_1, L_2M_2, ,L_n M_n are line segments parallel to B Ca n dM_1, M_2, ,M_n are on A C , then the sum of the lengths of L_1M_1, L_2M_2, ,L_n M_n is (a(n+1))/2 b. (a(n-1))/2 c. (a n)/2 d. none of these

STATEMENT-1 : The 19^(th) electron in potassium atom enters into 4s-orbital than in 3d-orbital. and STATEMENT-2 : (n+1l) rule is followed for determining the orbital of lowest energy state.

Using the L .Hospital rule find limits of the following functions : lim_(x to 0) (cos mx)^(n//x^(2))

L' Ho'pital's Rule|Exercise Questions|OMR

L''''Hospital Rule and Zero and Infinite froms OF Limit

L'Hopital Rule || Zero and Infinite Forms OF Limit