Question

evaluate lim x tends to 0 sin (2x + 3x)/5x+sin3x

Answer 1

$\mathfrak{\huge{\pink{\underline{\underline{AnSwEr:-}}}}}$

⭐Actually Welcome to the Concept of the Limits and Continuity

⭐Now basically in this of Questions we are going to use the L'Hospital Rule.

⭐According to the L'Hospital Rule, it says that, whenever there is a limit and it exist in any undefined form like

⭐0/0 , infinity/infinity

⭐then simply differentiate the whole limit seperatly and apply the limits, if the undefined state repeats again then again differentiate the limit and put the values.

⭐so we here basically get as.