B. <span>In the Haida myth, mischievous Raven frees the trapped stars to illuminate the sky, much to the chief’s annoyance.
C. </span><span>In the Māori myth, Tāne decides to honor his father, Rangi, by decorating him with stars.</span>
Answer:
Third Option:
“I just had my car keys, but now I can’t find them anywhere. Has anyone seen my keys?”
Explanation:
First, the comma separates the now from the keys statement. This allows the sentence to flow more smoothly.
Second, the ”Has anyone seen my keys?” Is a question — in which it needs to be sepearated from a statement; “...but now I can’t find them anywhere.”
The pair of verb forms which correctly completes the sentence is the following one:
A. are; appears.
The complete sentence would look like this:
"Mercury and Venus are relatively close to the sun, and neither Mercury nor Venus appears to support life."
In the first clause, the subject is formed by "Mercury and Venus", which means it is plural, and therefore it requires a plural verb (<em>Mercury and Venus</em> are= <em>They</em> are).
In the second clause, there is a neither...nor construction, and both elements which form the subject (again, <em>Mercury and Venus</em>, but this time used in the construction <u>neither</u><u><em> Mercury </em></u><u>nor</u><u><em> Venus</em></u>) are singular nouns, which means a singular verb must be used: neither Mercury nor Venus <em>appears</em>.
Well for one I think their immaturity didn't help the situation. Their love was a lot like puppy love in the sense that it was their first time dealing with a relationship and therefore didn't know how to handle issues that were thrown at them. At the same time, some of the other characters may disagree because "young love is the best love" in the sense that it is pure and innocent.
To answer this question you need to use the Pythagorean theorem. First you substitute the values for a and b. Usually, the value of c represents the hypotenuse in this case c represents the incline of the ramp. As you can see in the following calculations we set a to be the base of the ramp while b is the height of the ram.

We get that the incline of the ramp is about 3.556 meters however we can round it up to be 4 meters. The final answer needs to be given in feet, and 1 meters is 3.28 feet. Therefore to get the answer in feet we do the following calculations:

Therefore the ramp incline should be 13.12 feet.