Incomplete question. The full question reads:
Walking can make people become more aware of their surroundings ______ the cleanliness of the environment, and the friendliness of the neighborhood.
A. consequently
B. despite
C. unfortunately
D. such as
Answer:
<u>D. such as</u>
Explanation:
By reading through the sentence more carefully we discover it is missing a phrase that would complete the thought been expressed in the sentence.
The correct phrase that rightly completes the thought captured in the sentence is "such as". By using this phrase, readers can note some examples of how people can become more aware of their environments <u><em>such as </em></u><u><em>the cleanliness of the environment, and the friendliness of the neighborhood</em></u><u>.</u>
Answer:
the slop is rise over run which is up how ever many and over how ever many. the y intercept is where it hits in the y axis
Step-by-step explanation:
Answer:
<u>Simply</u>
1 - x = 16 - 4x when the x is 5:
Substitute x for 5, by replacing x with 5.
1 - (5) = 16 - 4(5)
1 - 5 = 16 - (4 * 5)
1 - 5 = 16 - 20
-4 = -4
<u>LHS - RHS</u>
It is better to show this by doing each side individually - Left Hand Side (LHS) and Right Hand Side (RHS).
LHS
1 - x when x = 5
1 - 5 = -4
RHS
16 - 4x when x = 5
16 - 4(5) = 16 - 20 = -4
Two segments drawn on the diagram that are perpendicular are OR and RQ
<h3>Properties of a right rectangular prism</h3>
The properties of a right rectangular prism include;
- The angles between the base and the sides are right angles
- All its faces are rectangles
- Each corner of the prism represents a right angle.
- Each base and top of the prism are congruent
Note that a right rectangular prism has bases that are perpendicular to its lateral faces, that is, they meet at right angles.
From the image, we can see that the following segments are perpendicular;
Thus, two segments drawn on the diagram that are perpendicular are OR and RQ
Learn more about right rectangular prisms here:
brainly.com/question/9551474
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You have to model both options.
1) The composition of function is applying one function to the result of the other.
2) f(x) composed with g(x) is (f ° g) (x) = f [ g(x) ] means apply the function f to the result of g(x).
3) g(x) composed with f(x) is (g ° f) (x) = g [ f(x) ] means apply the function g to the result of f(x).
4) Do both:
i) f (g(x) = 2 [ g(x) ] - 6 = 2 [ 5x + 1] - 6 = 10x + 2 - 6 = 10x - 4
ii) g (f(x) = 5 [ 2 (2x - 6) ] + 1 = 5 [ 4x - 12] + 1 = 20x - 60
5) Compare both outputs:
Is 20x - 60 > 10x - 4?
Solve the inequality:
20x - 10x > 60 - 4 ⇒ 10x > 56 ⇒ x > 5.6
Then:
i) for x = 5.6 both outputs are equal
ii) for x > 5.6 g(f(x) is greater
iii) for x < 5.6 f(x) is greater.