Assume that x2, x7 and x8 are the dollars invested in three different common stocks from New York Stock Exchange. In order to diversify the investments, the investing company requires that no more than 70% of the dollars invested can be in "stock 2." The constraint for this requirement can be written as:Group of answer choices.3x2 - .7x7 - .7x8 ≥ 0.x2 ≥ .70 (x2 + x7 + x8).x2 ≥ .70..3x2 - .7x7 - .7x8 ≤ 0.

Assume that x2, x7 and x8 are the dollars invested in three different common stocks from the New York Stock Exchange. In order to diversify the investments, the investing company requires that no more than 52% of the dollars invested can be in "stock 2." If this constraint were written in standard form, what would be the coefficient for x2 (round to 2 decimal places)?

Let A, B, and C be the amounts invested in companies A, B, and C. If no more than 60% of the total investment can be in company B, thenGroup of answer choices-0.6A + 0.4B − 0.6C ≤ 0A − 0.6B + C ≤ 00.6A − B − 0.6C ≤ 0A − 0.4B + C ≤ 0

A fund manager must decide how much money to invest in Aurora stock (A) and how much to invest in Parasa stock (P). One requirement is at least 60% of the money invested in the two companies' stock must be in Parasa stock.A correct modelling of this requirement is:Group of answer choices0.4A + 0.6P ≥ 0–0.4A + 0.6P ≥ 00.6A + 0.4P ≥ 0–0.6A + 0.4P ≥ 0

Let A, B, and C be the amounts invested in companies A, B, and C. lf no more than 50% of the totainvestment can be in company B, then B<=5 A-0.5B + C <=0 0.5A- B - 0.5<=0 -0.5A + 0.5B - 0.5<= 0

A firm follows a(n) Blank______ diversification strategy when it derives less than 70% of its revenues from a single business activity and obtains revenues from other lines of business that are linked to the primary business activity.Multiple choice question.singlerelateddominantunrelated