Answer:
so savings = $2200
bonds = $4400
and mutual fund = $3400
Explanation:
given data
received bonus = $10,000
savings account paying = 4.5% per year
bonds paying = 5%
mutual fund that returned = 4%
income from these investments = $455
to find out
How much did the worker place in the government bonds
solution
we consider amount invested for 4.5 % is = x
and hen his investment in bonds is = 2x for 5%
and rest is 10000- x - 2x
that is = (10000- 3x ) for 4%
so
interest equation will be here
0.045 x + 0.05 (2x) + 0.04 (10000-3x) = 455
solve we get
x = 2200
so savings = $2200
bonds = $4400
and mutual fund = $3400
Answer:
Ask your question <u>properly</u>
<u>and </u><u>also </u><u>follow </u><u>me </u>
Answer:
$5572500
Explanation:
consolidated cost of goods sold for 2020 would be:
consolidated cost of goods sold = ( total of goods sold by bought company ) - ( intra-entity transfer ) + ( ending unrealized gross profit ) - ( beginning unrealized gross profit )
= ( 5400000 + 1200000 ) - ( 1000000 )+(1000000*20%)*20% - {(650000*15%)*(450000/650000)}
= 6600000 - 1040000 - ( 97500 * 45/65 )
= $5572500
Answer:
- Invest $8,470 in X
- Invest $2,530 in Y.
Explanation:
The following expressions can be formed;
Let x and y be the proportions
x + y = 1
0.15x + 0.1y = 13.85%
Expressing y in terms of x;
x + y = 1
y = 100 - x
0.15x + 0.1 ( 1 - x) = 13.85%
0.15x + 0.1 - 0.1x = 13.85%
0.05x = 13.85% - 0.1
x = 13.85%0.05 - 0.1/0.05
x = 77%
Invest 77% in X = 77% * 11,000
= $8,470
Invest in Y
= 11,000 - 8,470
= $2,530
