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.
Answer:
A. Dinah the cat
Explanation:
Got it right on my assignment.
Answer:
um lolllllllllllllllllllllllllllllllllllllllllllllllll
Answer:
Because there is no viable evidence that says other wise. We as humans have only been able to explore about 4% of the universe which means theres still a whole lot that we dont know. If we are able to breath and live on this world whats to say that their arent any living breathing creatures on any other world that we have yet to identife. A good scientist doent cross out any possible outcomes without all of the facts, and the fact is that we dont know enough knowledge to make those accusations.
Explanation:
Answer:
True
Explanation:
Camelot is a castle and court associated with the legendary King Arthur. Absent in the early Arthurian material, Camelot first appeared in 12th-century French romances and, after the Lancelot-Grail cycle, eventually came to be described as the fantastic capital of Arthur's realm and a symbol of the Arthurian world.
<em>The stories locate it somewhere in Great Britain and </em><u><em>sometimes associate it with real cities</em></u><em>, though more usually its precise location is not revealed. Most scholars regard it as being entirely fictional, its unspecified geography being perfect for chivalric romance writers. Nevertheless, arguments about the location of the "real Camelot" have occurred since the 15th century and continue to rage today in popular works and for tourism purposes. </em>