In $5-6$ PowerPoint slides complete the following:

Accurately calculate the $FV$ of an one annuity that has $$8,\frac{040}{y}r$ in contributions over the

first $5$ years, then $$12,\frac{000}{y}r$ in contributions over $35$ years at a $6\%$ annual rate. Show

all your work in one slide.

Accurately demonstrate how an increase by $1\mathrm{.}9\%$ in the annual rate in slide #$1$ will

increase the FV of the one annuity in slide #$1$ by $$1,010,553.$ Show all your work in one

slide.

Accurately calculate the following FV calculations over $1-2$ slides and show all your work

and then add $($b$)+($c$)$ for a total:

a$.$ Calculate the $FV$ of one annuity that has $$8,\frac{040}{y}r$ in contributions over $5$ years at

a $6\%$ annual rate.

b$.$ Calculate the FV of one annuity that has $$12,\frac{000}{y}r$ in contributions over $35$ years

at a $6\%$ annual rate.

c$.$ Calculate the FV of the lump$-$sum in $($a$)$ for $35$ years at a $10\mathrm{.}2\%$ annual rate.

d$.$ Add your calculations in $($b$)$ and $($c$)$ together for a total.

Explain what your calculations reveal in one slide.

Make a recommendation in one slide as to a course of reasonable financial action based

on what the figures suggest considering:

a$.$ The tradeoff between risk and rate of retrurn.

b$.$ Consider the concept of risk tolerance versus risk capacity in framing your

recommendation $($read the posted article$).$

c$.$ Is there any other scenario that you would consider calculating before making

your final financial plan recommendation?Accurately calculate the FV of an one annuity that has $$8,040/$yr in contributions over the first $5$ years, then $$12,000/$yr in contributions over $35$ years at a $6\%$ annual rate. Show all your work in one slide.

Accurately demonstrate how an increase by $1\mathrm{.}9\%$ in the annual rate in slide #$1$ will increase the FV of the one annuity in slide #$1$ by $$1,010,553.$ Show all your work in one slide.

Accurately calculate the following FV calculations over $1-2$ slides and show all your work and then add $($b$)+($c$)$ for a total:

Calculate the FV of one annuity that has $$8,040/$yr in contributions over $5$ years at a $6\%$ annual rate.

Calculate the FV of one annuity that has $$12,000/$yr in contributions over $35$ years at a $6\%$ annual rate.

Calculate the FV of the lump$-$sum in $($a$)$ for $35$ years at a $10\mathrm{.}2\%$ annual rate.

Add your calculations in $($b$)$ and $($c$)$ together for a total.

Explain what your calculations reveal in one slide.

Make a recommendation in one slide as to a course of reasonable financial action based on what the figures suggest considering:

The tradeoff between risk and rate of retrurn.

Consider the concept of risk tolerance versus risk capacity in framing your recommendation $($read the posted article$).$

Is there any other scenario that you would consider calculating before making your final financial plan recommendation?