Answer:
$624, 750
Explanation:
Purchases = 900,000
Sales = 1500000
Price index = 110%
Inventory= 189750
1,500,000 - [{($150,000 x 110%) + $900,000} - $189,750]
=1,500,000 - [($150,000 x 1.1) + $900,000] - $189,750
= 1,500,000 - (1065000 - 189750)
= 1,500,000 - 875250
=$624,750
Gross profit. = $624750
Answer: V=7.43m/s
d =2.82m
Explanation:
a) For the first part, the initial velocity immediately after ejection, by using momentum conservation
before ejection, the momentum of the squid/water system is zero
there are no external forces acting on the system at the moment of ejection, so we can find the speed of the squid by noting
momentum before ejection = momentum after ejection
0 = M1U + M2V
0=-0.26 kg x 20 m/s + 0.7kg x V
where the speed of the water is taken as the negative sign, and V is the speed of the squid right after ejection, solving for V we get
V=7.43m/s
B. we use the equation vf^²=v0^²+2ad
where vf=final velocity = 0 since velocity is zero at motion's apex
v0=initial velocity = 7.43m/s
a = acceleration = -9.8m/s/s
d=height (to be found)
Therefore,
0=7.43^²+2(-9.8)d
Mathematically, it becomes
d=7.43^²/2(9.8)= 2.82m
d = 2.82m
Answer:
d. no one.
Explanation:
Since the issuer of the promissory note was originally Jake, he was the only responsible for the payment of the note. Once he dishonoured it, the note lost its value and no one can be responsible for it. A promissory note is an asset created as a counterpart liability of Jake wealth. If the note is exchanged many times, only the last holder will suffer jake's action
Answer:
YTM is 7.43%
Explanation:
The yield to maturity of a bond can be computed using the rate formula in excel,which is given below:
=rate(nper,pmt,-pv,fv)
the nper is the number of coupon interest the bond would pay before it is redeemed at maturity starting from ,which is 15 years multiplied by 2=30
the pmt is the semiannual coupon payable by the bond,which is $1000*9.1%/2=$45.5
the pv is the price of the bond which is 115%*$1000=$1150
the fv is the face value of the bond at $1000
=rate(30,45.5,-1150,1000)=3.715%
The rate of 3.715% is a semi annual rate
annual rate 7.43%(3.715%*2)
Answer:
C $ 57,282.803
Explanation:
We solve for a growing annuity at arithmetic increases of 5,000

a1 = 30,000
d = 5,000
r = 0.10
time = n = 10

PV $298,793.72
Now, we calculate the installment of this which is the equivalent uniform annual cost
PV 298,793.72
time 10
rate 0.14
C $ 57,282.803