come what may lyrics
DESCRIPTION
lalalaTRANSCRIPT
Wish I was your childHold me in your heartWe could love so free
And oh we'd never partBut I'm not a child
And wishes are just child's play my love
No I'll never be afraidOf who I am
And who I'm notCome what may
Wish I was a birdI'd warm you with my wings
Safe from all the stormsYou know true love can bring
But I'm not a birdAnd wishes can just fly away
My loveAnd I'll never be afraid
Of who I amAnd who I'm notCome what may
Oh I'm just a moon shining in your eyes
And you're the stars my loveNo we'll never be afraid
Of who we areAnd who we're notCome what may
Of who we areAnd who we're notCome what may
(2x)
Wish I was your childHold me in your heartWe could love so free
And oh we'd never partBut I'm not a child
And wishes are just child's play my love
No I'll never be afraidOf who I am
And who I'm notCome what may
Wish I was a birdI'd warm you with my wings
Safe from all the stormsYou know true love can bring
But I'm not a birdAnd wishes can just fly away
My loveAnd I'll never be afraid
Of who I amAnd who I'm notCome what may
Oh I'm just a moon shining in your eyes
And you're the stars my loveNo we'll never be afraid
Of who we areAnd who we're notCome what may
Of who we areAnd who we're notCome what may
(2x)
Example calculations
Formula for Finding the Periodic payment(R), Given A:
R = A/(1+〖(1-(1+(j/m) )〗^(-(n-1))/(j/m))
Examples:
1. Find the periodic payment of an annuity due of $70000, payable annually for 3 years at 15% compounded
annually.
R = 70000/(1+〖(1-(1+((.15)/1) )〗^(-(3-1))/((.15)/1))
R = 70000/2.625708885
R = $26659.46724
2. Find the periodic payment of an annuity due of $250700, payable quarterly for 8 years at 5% compounded
quarterly.
R= 250700/(1+〖(1-(1+((.05)/4) )〗^(-(32-1))/((.05)/4))
R = 250700/26.5692901
R = $9435.71
Finding the Periodic Payment(R), Given S:
R = S\,/((〖((1+(j/m) )〗^(n+1)-1)/(j/m)-1)
Examples:
1. Find the periodic payment of an accumulated value of $55000, payable monthly for 3 years at 15% compounded
monthly.
R=55000/((〖((1+((.15)/12) )〗^(36+1)-1)/((.15)/12)-1)
R = 55000/45.67944932
R = $1204.04
2. Find the periodic payment of an accumulated value of $1600000, payable annually for 3 years at 9% compounded
annually.
R=1600000/((〖((1+((.09)/1) )〗^(3+1)-1)/((.09)/1)-1)
R = 1600000/3.573129
R = $447786.80