BA II Plus FV of mixed cash flows

[@mrmagorium12]

You're a hell of a teacher, thank you sir! I am feeling much more confident for my final exam on Monday

[@alexandriak.2788]

Thank you so much for taking the time to make this video and explain each step thoroughly! Definitely helped me solidify this concept for my finance class! :)

[@MizzC625]

So easy!!! Thank you for being so detailed, so quickly!!

[@papazig911]

Awesome video thanks !! My finance textbook didn't even dive into this.

[@chococatvega1865]

Same it is a damn nightmare

[@박이레-q7g]

Thank you pdaves!! You saved my life and my financial management course!!

[@sujatha8267]

This is so helpful ! Thanks a lot. Seems like my Schweser textbook has completely ignored this.

[@aimebelleschansons]

Thank you kind sir! It took me a while to find this video, but happy I did :)

[@songamanda376]

So helpful, you are the greatest

[@gulyandarbaratashvili6194]

Thank you so much for your helpful instruction!

[@samuelkarari8041]

Thanks for teaching you are a genius

[@NDaly]

Such a simple method, I love it!

[@sassinator7462]

So we don't have to make the initial investment of $40 negative? I saw this for similar calculations but am not sure when to make CF0 negative

[@michaelsisk2982]

Excellent

[@blst4781]

Shouldn’t CF0 be a negative 40 instead of a positive one since it is the initial investment?

[@NotIshan125]

just dont forget to put a minus sign on the PV before computing - therefore not attaining a negative answer

[@sydyoonworks]

why you dont put on BGN mode? Isn't that start from O so it is Annuity Due ?

[@jessvschidinma]

Honestly very helpful. Thank you!

[@JustinQuiksilver]

Hi Dave! Can you please tell me if you can use this NPV method if there was semiannual compounding?

[@ntimdomfeh1959]

Thanks sir. You made my life a lot easier

[@aarsalomon1]

What if you're calculating the FV of these uneven cash flows with a different compounding frequency? What if your interest rate was still 10%, but compounded semiannually?

[@lukq-dj]

Semi-annual compounding means that the interest rate will be compounded every 6 months. So in 1 year interest rate will be compounded twice. In this case you get a 10% annual interest and the number of periods are 3 years. Since the compounding frequency is semi-annual you will have to adjust your annual interest rate to semi-annual as well as the number of periods. 10% / 2 = 5% semi annual int.rate & 3 years * 2 = 6 compounding periods.

[@crazy31331]

Exactly what I needed thank you!

[@amorehesham660]

can you tell me the way to download that calculation please

[@wanda6177]

great video

[@lakeshkhanal2548]

Very Helpful!!

[@vishalshaw6613]

Awesome. Really helpful!!

[@monza8081]

Thank you

[@amahcynthia7405]

Thank you so muchhhhhhh.

[@DannyJaraMusic]

thanks (Y) very insightful

[@MrBenji1059]

Is this the same as a "MIXED STREAM"????

[@mehxlynn]

yes

[@AliSAyach]

thank you so much the video is very useful😘

[@handlepending]

THANK YOU!

[@eliza2247]

Thanks for the help :D

[@JI77469]

Ummm, why not just do FV = NPV*(1.1)^3 ? I.E. PV accrues 3 years of interest at 10% to get FV.

[@ramdeuter1046]

Thank you :)

[@finnnguyen2386]

Many thanks sir

[@franciscojurado8627]

A saver deposits the following amounts in an account paying a stated annual rate of 4%, compounded semiannually: Year End of Year Deposits ($) 1 --> 4,000 2 --> 8,000 3 --> 7,000 4 --> 10,000 Anyone can help with the different step to compute the future value of the total saver deposit end of year 4?

[@quanquan1675]

Step 1: cf0=0 cf1=0 cf2=4000 cf3=0 cf4=8000 cf5=0 cf6=7000 cf7=0 cf8=10000 hit NPV, enter I=2 CPT NPV (you should get 25,986.14) Step 2 use this NPV as PV: PV = 25,986.14 PMT=0 N=8 I/Y=2 CPT FV now you should get 30,446.91 Hope this helps. Since it's semi annual, you can see it as total of 8 payment, where mid-year is $0 payment.