Question

You are considering buying three stocks whose prices at time t are given by

P₁(t), P₂(t), and P₃(t)

. You know that

dP1

dt

is near zero,

dP2

dt

is a large negative number, and

dP3

dt

is a large positive number.

Which stock will you buy?

P₁(t)P₂(t)    P₃(t)

Explain your answer.

Since

dP1

dt

is near zero, the price of the first stock  ---Select--- is increasing is decreasing remains relatively constant . Since

dP2

dt

is a large negative number, then the price of the second stock  ---Select--- is increasing is decreasing remains relatively constant . Also,

dP3

dt

is a large positive number., so the price of the third stock  ---Select--- is increasing is decreasing remains relatively constant .

Answer 1

Sol we will becey Stock Pal :D) Explanation , d Pi is near zero, the price of the first at, Stolk neither is remains relatively consternt dP2 dt is a large negative number, then the price of second stocle is decreasing dP3 is a large postese number, so the price of third stock is increasing dote: If you find above foth helpful, then Please like it. at Thank you