Thinkthatarewemultiplyitbyoneplus R tothe n wthpower. 00:00:54.660 --> 00:01:3.440 Thatendisanexponentsrightnowthatandalsorepresentssomethingthatisthenumberofpaymentsthatyou'regoingtobemaking. 00:01:3.450 --> 00:01:7.620 So, for a 30 yearloan, there's 12 monthsin a year. 00:01:7.620 --> 00:01:15.020 Andifyoumake a paymenteveryyear, they'regonnaThey'regonnahave 30 yearstimes 12 right?
Ifyouweredoing a 30 yearloan, writeifyou'redoing a 15 yearloantobe 30 orexcuseme 15 times 12 wouldbe 100 and 80 andthen a denominatorjusthavethatoneplus R totheendpower, andthenwesubtractone.
Andnow, when I'm werenotkindofsimplifythings, we'renotgonnathinkaboutpropertytaxes.
Therearethingsthatmightbelumpedinwiththemortgagepayment. 00:01:53.880 --> 00:02:1.640 We'rejustgonnathinkaboutrepayingtheprincipalintheinterestforrightnowjustsoyoucanget a feelforhowthatyou'llgoaboutcalculatingthisfor a mortgage. 00:02:2.020 --> 00:02:17.950 Solet's saythatyouborrow $100,000 at 6.5% a PRrighttoberepaidover 30 years, Soyou'vegot a 30 yearmortgagerightnow, wewanttosaywhatwouldbethemonthlypayment.