Two firms F$1$ and F$2$ make colour and black and white television sets. F$1$ can make either $300$ per colour sets in a month or an equal number of black and white sets, and make a profit of $*200$ percolour set and & $150$ per black and white set. F$,$ can, on the other hand, make either $600$ colour sets. or$300$ black and white and $300$ colour sets, or $600$ black and white sets per month. It also has the sameProfit margin on the two sets as F$1.$ each month there is a market of $300$ colour sets and $600$ black and white sets and the manufacturers would share market in proportion in which they manufacture sparticular type of set.Write the pay$-$off matrix of F $1$ per month. Obtain F$1$ and F$2$s optimal strategies and value of the game. Attempt graphically. Give me step by step solution in easy language