total_shares <- 100 price_purchase <- 15 total_purchase_value <- total_shares*price_purchase qtd_sell_1 <- 30 price_sell_1 <- 18 total_sell_1 <- qtd_sell_1*18 qtd_sell_2 <- total_shares-qtd_sell_1 price_sell_2 <- 22 total_sell_2 <- qtd_sell_2*price_sell_2 total_sell_value <- total_sell_1 + total_sell_2 # solution my_sol <- total_sell_value - total_purchase_value
my_answers <- make_random_answers(my_sol, is_cash = TRUE) #check_answers(my_answers)
Let's assume that, on a certain date, you bought r total_shares
shares in a company, paying price_purchase
per share. After some time, you sold r qtd_sell_1
shares for a r price_sell_1
each and the remaining r qtd_sell_2
shares were sold for r price_sell_2
on a later day. Using a script in R, structure this financial problem by creating numeric objects. What is the total gross profit from this sequence of transactions on the stock market?
exams::answerlist(my_answers, markup = "markdown")
extype: schoice
exsolution: r mchoice2string(c(TRUE, FALSE, FALSE, FALSE, FALSE), single = TRUE)
exname: "numeric 01"
exshuffle: TRUE
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