The answer is zero because 300ml is 30l...therefore the answer being zero
Answer:
The kite is 109.7 ft off the ground.
Step-by-step explanation:
Raul is flying a kite at the end of a string that is 250 feet long.
Raul is holding the string 4 feet off the ground at the angle to the horizontal as shown in the attached diagram.
We want to find out how high is the kite off the ground.
Recall from the trigonometric Identities,
Here we are given the hypotenuse that is 250 ft and opposite is the unknown height
We know that Raul is holding the string 4 feet off the ground so
105.7 + 4 = 109.7 ft
Therefore, the kite is 109.7 ft off the ground.
you can reason this concretely.
suppose you start with 60 bugs.
1/5 of the 60 bugs is 12 bugs
divide 12 bugs into 3 equal groups. each group has 12/3 = 4 bugs.
the fraction now is 4/60
in lowest terms this is 1/15
Answer:
a) Figure attached
b)
Step-by-step explanation:
For this case we can find first the probability of being dfective on the shipment like this:
Since he select 10000 and 1000 of theme were defective.
Now we know that the inspector select 2 switches at random so then we can create the possible outcomes.
Part a
The tree diagram is on the figure attached, the sample space on this case is:
D = represent a defective switch
N= represent a non defective swicth
Part b
For this case we want the probability that both switches would be defective and on this case we can do this:
Assuming independent between the events.