Answer:
The population be after 15 years is 171376.
Step-by-step explanation:
Given : A population of 110,000 grows 3% per years 15 years.
To find : How much will the population be after 15 years?
Solution :
Exponential growth population model is given by,
Where,
P(t) is the population at time (t)
is the initial value of the population
r=3%=0.03 is the annual rate of growth
t=15 is the time in years.
Substitute the value,
Therefore, the population be after 15 years is 171376.
Answer: Choice C
The solution is
The graph has an closed filled in circle at 8 on the number line, with shading to the right of that closed circle.
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Explanation:
see note below
note: I divided both sides by -4 to undo the multiplication done to z; the inequality sign flips because we divided both sides by a negative number
So the solution set is the set of z values such that z is 8 or larger. We are including the endpoint 8 so we use a filled in closed circle (not an open circle or hole). We include the endpoint because of the "or equal to" as part of ht inequality sign.
If you turned the point a 90 degrees, then it wuld end up at the x axis line..
sorry not much help...
Answer:
The proportion of the cocktail is the coconut milk .
Step-by-step explanation:
Given as :
The quantity of orange juice = o = 15 ml
The quantity of apple juice = a = 25 ml
The quantity of coconut milk = c = 10 ml
Let The total quantity of cocktail = x ml
Let The proportion of the cocktail is the coconut milk = y
Now According to question
The total quantity of cocktail = quantity of orange juice + quantity of apple juice + quantity of coconut milk
Or, x = o + a + c
Or, x = 15 ml + 25 ml + 10 ml
Or, x = 50 ml
So, The total quantity of cocktail = x = 50 ml
<u>Now,</u>
∵ The quantity of coconut milk = 10 ml
So, The proportion of the cocktail is the coconut milk =
Or, y =
Or, y =
Or, y =
So, The proportion of the cocktail is the coconut milk = y =
Hence,The proportion of the cocktail is the coconut milk . Answer