I got <span>1,482 dollars.
Hope this helps! :D</span>
Answer:
14.84%
Explanation:
Effective annual return (EAR) = (1 + ( r / m) ^m -1
APR = m (( 1 + EAR) ^( 1/m) - 1)
where m = 365 since it is compounded daily
APR = 365 (( 1 + 0.16) ^( 1/365) - 1) = 14.84%
Answer:
The price of the bond is 2143,67
Explanation:
A zero coupon bond is a bond that does not pay coupon payments and instead pays one lump sum at maturity.
Zero coupon bond value= F/(1+r)^t
F = face value or a par value
r= rate of yield per period
t= time to maturity ( in periods)
Replacing
F = $10,000
We assume semiannual compounding periods
r= 5.2/2=2.6
t= 30 x 2=60
Zero coupon bond value= $10,000/(1+0.026)^60
Value = 2143,67
The amount of the gain or loss on disposal of the fixed asset is $2,000.
<h3>Gain or loss on disposal </h3>
First step
Book Value = Original Cost of Equipment - Accumulated Depreciation
Book Value = $30,000 -$28,500
Book value= $1,500
Second step
Gain=Sale Price -Book Value
Gain=$3,500-$1,500
Gain=$2,000
Inconclusion the amount of the gain or loss on disposal of the fixed asset is $2,000.
Learn more about gain or loss on disposal of asset here:brainly.com/question/14542603