Answer:
<em>Choice B</em>
Step-by-step explanation:
The slopes must be equal.
m = (c - a)/b
m = d/e
Answer: Choice B
Answer:
C. 
Step-by-step explanation:
We have been given a function formula 
. We are asked to find the axis of symmetry for the given function.
We can see that our given function is a parabola in vertex form. We know that vertex from of parabola is 
, where (h,k) represents vertex of parabola.
Let us convert our given function in vertex form as:
We know that axis of symmetry of a parabola is the equation of x-coordinate of vertex, which in form 
.
Since the x-coordinate of vertex is 
, therefore, the axis of symmetry for the given function would be .
Let x = the area of his model. Set up a proportion. 1 is to 64 as the area of his model is to the area of his neighborhood. The order of the objects in the proportion is important. 1:64::x:200,704. Notice that the first thing in the first ratio (1:64) is the small number. The first thing in the second ration (x:200,704) is the small number. The small numbers go with the model. The bid numbers go with the neighborhood. Set up the proportion: 1/64 = x/200,704. The small numbers are the numerators, the big numbers are the denominators. Lots of folks have trouble with proportions because they don't keep the numbers consistent. Solve for x 200,704/64 = x x = 3136 The model will have an area of 3,136 square feet. You can set up the proportion with the big numbers on top and you get the same result. 64 is to 1 as 200,704 is to the area of the model. 64:1::200,704:x 64/1 = 200,704/x Cross multiply to solve. 64x = 200,704 x = 200,704/64 x = 3136.
No,0.16 is only a rational number.
Answer:
Asset A
Step-by-step explanation:
Asset A has an expected return of 15% and a reward - to - variability ratio of .4 . Assets B has an expected return of 20% and a reward - to - variability ratio of .3
As reward - to - variability ratio of Asset A is .4 then it will be risk-averse investor.
Asset A is risk- free asset.
