2) te insect Crawling up a wall crawle 5em upwards me the termin but then pledus 3cm clown march in the next niin 34 ugain crawl up 5 cm upward to the 3 pin Buli again suicle. Been downuasa in the 4th nin. How coup will the insust take to rach a cruce in fee wall at leight of 200m from it starting point flow does the position - Fimis graph of inuect look like?

An insect is trying to climb on a high finishing smooth wall. Because of the high finishing of the wall, the insect slips down sometimes. The target of the insect is $11cm$ high in the wall from its initial position. If we denote his motion upside by a positive integer and downside by a negative integer, answer the following:

If it crawls $3cm$ upside and then slips down by $1cm$ in one move, then in how many crawls and slips he will be able to reach his destination.

An insect crawls up $5\mathrm{cm}$ every second on a $60\mathrm{cm}$ vertical rod and then falls down $2\mathrm{cm}$ over the next second . How many seconds will it take to climb the rod?

An insect is crawling up a hemispherical bowl of radius R. If the coefficient of friction is $\frac{1}{3}$, what will be height h to which the insect will be able to crawl? Take $(\frac{3}{\sqrt{10}}=0.95)$