00:01
Based on the given data, we will draw the timeline.
00:03
So the timeline for the given value is, so here 0, 1, 2, 3, etc.
00:13
Up to 10 years we are considering.
00:15
So this is the timeline.
00:17
Now we have to write the equation of value.
00:20
So equation of value is 1 ,000 minus 44 ,000 which is equal to 40 ,000.
00:31
34 ,000 multiplied by a10 at 8 % which is equal to so this is the equation of value based on the given details and we have to find x so which is equal to emi that is equate monthly installment and it is given that 90 ,000 is equal to a10 at 8 percentage so here a10 represents annuity factor for one year from 10 years.
01:05
It is an annuity factor for 10 years we are considering that is present value.
01:11
Okay, so this is the present value of annivity for 10 years.
01:15
Pv means present value.
01:17
So present value of annivity for 10 years.
01:21
From this, which is equal to 1 minus v power n by i.
01:25
This is the formula which is equal to 1 minus 1 .08, the whole power 10 divided by 0 .08, which is 1 minus 0 .4639 divided by 0 .08 which is equal to 6 .7108...