Sir may tanong po ako sa problem 3 sa pagkuha ng monthly compounded monthly anong ibig sabihin mo na kailangan e convert ang "dulo" ng yearly po ba sir?
Hello, thank you for watching! Yung mode of payment po kasi is monthly, kaya dapat yung interest din is maging monthly compounded monthly. so yung yearly sa umpisa at dulo ay dapat iconvert sa monthly. You can check this video kasi inexplain ko dito kung paano magconvert. ua-cam.com/video/wv1D06Ny0HE/v-deo.html
Hello, thank you for your question. Kaya po pala nasa baba yung F is because this is just a simple, straightforward, ordinary annuity problem, so it's not necessary to distinguish kung alin yung inflow at outflow. Ang hinahanap lang naman po kasi is yung annual deposits to come up with a future amount of 4 million in 10 years. So yung arrow ng F na nasa "outflow" is just to indicate the future amounts nung mga annuity. Thank you po, and keep watching!
Engr. Sir, for clarification lang po.. ano yung exact formula sa problem 2 mo since ang hinahanap ay ang N sa given formula wala nga ang N pano po e compute yung 40k(1+0.025 ^ n eh N nga po hinahanap? salamat po
The short answer is use your calculator. Shift solve po sa calculator. If not, then you'll have to simplify it to its simplest form, then use logarithm para ibaba yung n. needless to say, it will take a bit long solution for this. hehe
Hi, thank you po for watching! Gawa ko po yung mga problems. Pero minsan may mga pinapadala sakin na questions na isinasama ko, pero di ko na alam kung san nila kinuha. Hehe
Salamat po sa video nyo sir nasagutan ko na po yung mga problem na di ko na sagutan dati😊😊😊
bakit po ang ginamit is one-to-one peso analysis? 26:50
Hello, of coarse naman, one-peso-one-year analysis basta nagcoconvert nang interest
need po ba talaga na ilagay yung mga amount sa future? ty po 11:52
No, you can also send them sa present, yun ang tinatawag na present worth analysis. Pero mas prefer ko lagi sa future, mas madali at mas simple
Sir may tanong po ako sa problem 3 sa pagkuha ng monthly compounded monthly anong ibig sabihin mo na kailangan e convert ang "dulo" ng yearly po ba sir?
Hello, thank you for watching! Yung mode of payment po kasi is monthly, kaya dapat yung interest din is maging monthly compounded monthly. so yung yearly sa umpisa at dulo ay dapat iconvert sa monthly. You can check this video kasi inexplain ko dito kung paano magconvert. ua-cam.com/video/wv1D06Ny0HE/v-deo.html
sir salamat sa video , pero may tanong po ako, bakit kailangan isama si down payment na lagyan ng interest din.ganun ba lahat yun kahit down payment
Hello, thanks sa panonood. Regading sa tanong mo, lahat ng amount ay dapat mangkaroon ng interest sa engineering econ. Pati mga downpayment.
Salamat po. Sana may video po kayo kung papaano gumawa ng diagram.
Hello po, baket po naging 1600000M yung future ih quarterly lng po yung nasa cash flow so multiply sa 4, 160000 thousand po value.
May I ask po if bakit nasa outflow po ang F=4M? thank you so much!
Hello, thank you for your question. Kaya po pala nasa baba yung F is because this is just a simple, straightforward, ordinary annuity problem, so it's not necessary to distinguish kung alin yung inflow at outflow. Ang hinahanap lang naman po kasi is yung annual deposits to come up with a future amount of 4 million in 10 years. So yung arrow ng F na nasa "outflow" is just to indicate the future amounts nung mga annuity. Thank you po, and keep watching!
Engr. Sir, for clarification lang po.. ano yung exact formula sa problem 2 mo since ang hinahanap ay ang N sa given formula wala nga ang N pano po e compute yung 40k(1+0.025 ^ n eh N nga po hinahanap? salamat po
The short answer is use your calculator. Shift solve po sa calculator.
If not, then you'll have to simplify it to its simplest form, then use logarithm para ibaba yung n. needless to say, it will take a bit long solution for this. hehe
May i ask po sir kung saang book po kayo nakuha ng problems?
Hi, thank you po for watching! Gawa ko po yung mga problems. Pero minsan may mga pinapadala sakin na questions na isinasama ko, pero di ko na alam kung san nila kinuha. Hehe
bakit po 0.00643?
Opo kasi yung effective interest per month is 0.643% or 0.00643
A=Php69,901.71 po yung nakukuha ko
Hello po, small difference naman, baka sa rounding off nalang nagkaiba