2. Monkeys or Badgers or Spiders
Reference:
Lions lions leopards leopards pandas tigers tigers wolves.
Zebra-zebra bull-bull cow-cow-calf-buffalo
Goat-goat sheep-sheep lamb-lamb bear-bear camel-camel
Deer-deer elephant-elephant fox-fox giraffe-giraffe horse-horse
Pig-pig-dog-dog-monkey-bat-bat-cat
Kangaroo-Kangaroo-Squirrel-Rabbit
Mouse-mouse dolphin-dolphin whale-whale seal-seal turtle-turtle
Crocodile Hippo Hippo Fish Shrimp
Crab-crab lobster-lobster snail frog-fog snake-snake
Earthworm-earthworm rooster-rooster hen-hen chicken-chicken duck
Duckling Goose Spider Spider Ant Bee
-Butterfly-Dragonfly Eagle-Owl
Crow-crow-pigeon-bird-bird-ostrich-parrot
Swallow-Swallow-Sparrow-Beetle Swan-Swan-Crane
Peacock-Peacock Penguin-Penguin-Silkworm-Fly Mosquito-Mosquito
Cockroach-Cockroach-Grasshopper Turkey-Turkey-Lizard-Badger
Toad-toad mole-mole
References:
It seems to be installed in the folder C:\WINDOWS\ime. I am XP system. Recently, there has been a problem with my intelligent ABC input method, that is, the word order has been disrupted.
For example, when I typed "XZ", it should be "now", but now it has become "restricted", and it is not good to restart the computer.
There is also, for example, I played "Kistler", and the fourth position should be "Knight", and now I am in the fifth position. Such as subclasses.
Ask an expert what this is about and how to solve it (I downloaded and installed versions 5.0 and 5.3, both of which are the same. The vertices of isosceles triangles ABC and ADE are known, and the angle BAC= angle DAE. The midline of line segments BD and DE intersect at point P, connecting Pb, PC, PD and PE. B, a and e are on the same straight line in turn. If angle BAC=90 degrees, then angle BPC+ angle DPE=?
Solution:
Because b, a and e are on the same straight line in turn,
So point a is point p,
So angle BPC equals angle BAC, angle DPE equals angle DAE,
Because BAC=90 degrees,
So angle BPC+ angle DPE=90 degrees +90 degrees = 180 degrees Some animal names do not have plural forms:
The noun fish usually has no plural form. Although it has the shape of a fish, it is not commonly used.
Some kinds of fish usually don't have plural forms:
Carp carp
Cod cod
mackerel
Parker Parker
flatfish
Salmon salmon
Squid squid
Trout trout
turbot
However, if these nouns mean plural, their verbs should be plural. Other fish and shrimp should add s at the end of the word, which means plural meaning:
Crab crab
Eel eel
clupeoid
Lobster lobster
Sardines sardines
shark shark
Deer and sheep do not have plural forms:
A sheep, a sheep.
Two sheep
When people who like hunting say ducks, partridges, pheasants, etc. They use the same form, whether it is singular or plural. But others usually add s to the common plural bird names:
Duck partridge pheasant
When hunters use the word game to represent their prey, it always takes a singular form followed by a singular verb.
Some words have not changed:
Airplane. Airplane.
Craft boat
A lawyer in a lawyer's court
One pound (slang)
Some units of measurement and numbers have no plural form.
Collective nouns such as crew, family, team, etc.
Nouns with plural form but singular meaning include news:
The news is good.
The news is good.
It also includes the names of some diseases:
Mumps mumps
rickettsia
herpes zoster
This category also includes the names of some games:
Billiards Billiards (commonly known as "playing marbles")
Bowling (bowling)
Darts. Throw darts.
Domino game
Checkers in chess Rt△ABC, let a≤b≤c, ∠C be Rt∞, point P be any point in the triangle, and the distance from point P to BC, AC and AB of the triangle be d? ，d？ ，d？ According to the area, ab=a d? +b d？ +c d？
Easy to get cd=c(d? +d？ +d？ )≥a d？ +b d？ +c d？ =ab，
∴d≥ab/c, when point P is located at point C, take the equal sign.
ad=a(d？ +d？ +d？ )≤a d？ +b d？ +c d？ =ab，
∴d≤b, when point P is at point A, take the equal sign.
If the limit point p can only be inside a triangle, its range is (b, ab Let the three sides of this triangle be A, B and C respectively, and let the included angle between A and B be 60 degrees.
The areas of the three equilateral triangles in the new work are:
(a？ sin60)/2，(b？ sin60)/2，(c？ sin60)/2，
The area of the original triangle is: (absin60)/2,
According to cosine theorem, cos60=(a? +b？ -c？ )/(2ab) Is ab = a? +b？ -c？
Substituting the above formula shows that the first two areas add up to the last two areas. You got it?