The value of an investment of $1000 earning 5% compounded annually is V(I, R) = 1000 1 + 0.05(1 − R) 1 + I^10 where I is the annual rate of inflation and R is the tax rate for the person making the investment.

a. Calculate VI(0.03, 0.28) and VR(0.03, 0.28).

b. Determine whether the tax rate or the rate of inflation is the greater "negative" factor in the growth of the investment.

i. The rate of inflation has the greater negative influence.

ii. The tax rate has the greater negative influence

VI = -10,289.4

VR = -511.485

The inflation rate is the greater negative factor

The inflation has the greater negative influence.

Step-by-step explanation:

Given

V(i, R) =1000[1 +0.05(1-R)]^10 (1+I)^-10

We need to find

dV/di = VI = inflation rate

dV/dr = VR = tax rate

VI = -10,289.4

VR= -511.485

VI > VR

Hence VI has the greater negative factor and It therefore has the greater negative influence.

See attachment for differentials.

welll its a very hard question but ill

step-by-step explanation:

first you take the 6 dollars and add 10 to it then add the 50 to that then multiply by 8 with xy and your answer will be

hope this