No. You cannot conclude anything about a shape which is not visible.
showing consecutive angles are congruent
insoluble
The list is long. It includes:States cannot individually wage war or conclude peace.
As you give no indication of where, who or what the natives are, the question cannot be answered in any meaningful way.
You cannot conclude anything.2.25 is not a perfect square but its square roots are +/- 1.5 so it is perfectly possible for a number which is not a perfect square to have a rational square roots.
The product of two integers cannot be "positive and negative".
first of all its called vitamin b12 deficiency anemia. Pernicious anemia and vitamin B12 deficiency anemia are the same thing. Pernicious anemia is caused by a lack of vitamin B12. You're not able to absorb the vitamin B12 due to the absence of intrinsinc factor.
If no Ls are Qs then the converse is true that no Qs are Ls. If all Qs are Js, then at least some Js are Qs. Therefore, at least some Js are not Ls. You cannot conclude that some Js are Ls, however. It could be that all Js are not Ls. This cannot be concluded from the information given.
Sine of an angle cannot be 2, as you must be knowing, sin90=1, u may conclude that sin180=2. but 180 degree cannot be an angle of a triangle,
Gulliver is reminded of man's corruption by the oversized ears and noses of the Brobdingnagians in Jonathan Swift's "Gulliver's Travels." The exaggerated features highlight how human vices like vanity and greed are magnified when seen in this way.
In Jonathan Swift's "Gulliver's Travels," when the queen of Brobdingnag becomes fond of Gulliver, she treats him kindly and with respect. She even goes as far as showing him off to the court as a human curiosity, causing Gulliver to feel uncomfortable and out of place.