Answer:
At 6% $3,529.412 will be invested
At 11% $6,470.588 will be invested
Explanation:
Let x be the investment for 6% stock
And (10,000-x) is the investment it 11% stock
Let I be interest earned on both investments.
Using the formula
Principal(p)= Interest(I)*Rate(r)*Time(t)
p/RT= I
So considering both investments
x/(6%*1)= (10,000-x)/(11%*1)
x/0.06= (10,000-x)/0.11
Cross-multiply
0.11x= 0.06(10,000-x)
0.11x= 600- 0.06x
Rearranging
0.11x+ 0.06x= 600
0.17x= 600
x= 600/0.17= 3,529.412 amount invested at 6%
Amount invested at 11%= 10,000-3,529.412
= 6,470.588
Answer:
Mandy Capital Debit: 100,000
Brittney Capital Credit: 100,000
Explanation:
The journal entry will be recorded as above. Mandy sold equity worth $100,000, so we will record the entry on transfer of equity by the equity value sold. Now, for this equity value both partners can decide the amount in which one will sell to other, which in this scenario is $85,000.
Answer:
beta of stock B = 1.33
Explanation:
the beta of treasury bills is 0
the beta of stock A = 1.46
the beta of stock B = ?
the portfolio contains equal amounts of each investment and its overall beta is 0.93
0.93 = (0 x 1/3) + (1.46 x 1/3) + (B x 1/3)
0.93 = 0 + 0.4867 + 0.333B
0.93 = 0.4867 + 0.333B
0.4433 = 0.333B
B = 0.4433 / 0.333 = 1.33
