Answer:
-595 was the change in her balance
Step-by-step explanation:
85*7=595
Withdrew=Negative(-)
130,000 - 60,000 (volatile bonds) = $70,000 left but they do not want to invest more in the stable bond than the $60,000 they invested in the more volatile bond, so they would put $60,000 in each and have $10,000 left, investing only $120,000. The question said they had up to $130,000 to invest but with the conditions listed, they are only going to invest $120,000.
60,000 x 11.0 = $6600.00
60,000 x 5.5 = 3300.00
Max Income of $9900.00
Answer:
Area of Living Room = 300 square feet
Step-by-step explanation:
According to question ,
The area of bathroom = 35 square feet
And it is mention that area of bathroom is 25 sqft less than 
area of living room .
Thus , as per question ,
Area of bathroom = times area of living room - 25 sqft
Or, 35 sqft = times area of living room - 25 sqft
Or, 35 sqft + 25sqft = times area of living room
Or, 60 sqft = times area of living room
∴ Area of living room = 60 × 5
Hence , Area of living room = 300 square feet .
Answer:
<h2>0.035</h2>
Step-by-step explanation:
This problem is on probabilty since there are a number of entries to be selected from which are 85 entries, the chances of winning one of the prices if selected is
the number of entries you have/ total number of entries
given that the total entry is 85
and that you have one entry
Since there are three gift baskets you have three chances to win one.
hence there will be a total of three draws, and after each draw, there won't be a replacement of the previous winner (as the winners are three distinct persons).
Hence the probability of winning a draw for the gift basket is
=1st draw+2nd draw+3rd draw
= 1/85+1/84+1/83
= 0.0117+0.0119+0.012
= 0.035
Answer with explanation:
Since the motion of the ball is projectile motion we shall use the equations for projectile motion.
The maximum height achieved by the projectile is given by
Applying the values we get
The range of the projectile is given by
Applying values we get
thus the maximum horizontal distance reached by the ball equals 7.339 meters after which it bounces thus a person standing 8 meters away will not be able to catch it.
(The height of the players is not taken into account since no info is given about their height.)
