Answer:
The amount that Lena will invest in fund B would be $4000.
Explanation:
Given information -
Amount invested in fund A - $6000
Return earned on fund A - 6%
Let us assume amount invested in fund B be x
Return earned on fund B - 1%
Return on both funds together - 4%
Let us assume the total amount of fund invested be ($6000 + x)
Now using simple equation , we will take out the value of x which is the amount invested in fund B -
$6000 X 6% + x X 1% = 4% ( $6000 + x )
= $360 + .01 x = $240 + .04 x
= $360 - $240 = .04 x - .01 x
$120 = .03 x
x = $120 / .03
= $4000.
Answer:
$ 1,586.8743
Explanation:
Calculation to determine what will be the value of the certificate when it matures
Compounded annually
Principal P= 1000
Rate r=0.08
Period n = 6
Using this formula
A = P (1+r)^n
Let plug in the formula
1000 (1.08)^6
= 1586.8743
Therefore what will be the value of the certificate when it matures is $1586.8743
Answer:
Net purchases:
= Purchases - Purchase Returns and Allowances - Purchase Discount
= 500,000 - 14,000 - 9,000
= $477,000
Cost of goods sold:
= Net purchase + Freight-in
= 477,000 + 15,000
= $492,000
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