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What are the rules of combining English letters into English words?
Use the English letters above to form words, horizontal or vertical
z b q p r r f b y u i s
m s p r i n g r o l l i
t a r i c a n d c e d n
h l w p h c s n a c k g
j a x i i a p n k a j a
a d f p c m a n e r u p
b j a p k n g n a c i o
r u v i e d h r o d c r
s q g n n g e c o k e e
o o n m e a t b a l l d
o a u s t r t l i a l s
p f i s h f i n g e r a
The more the better! Don't mess up the order, for example, the third letter of the last four vertical line and the last three can form a cake. Please just write out the words, and I'll find them myself. If all of them match, I'll give them points. Thank you!
Sorting letters into words
Can you sort the letters ceeeimnors into words? And cghilnot, aceehrrs, ddelpsu, adeiklssw, dehnrtu!
ceeeimnors: ceremonies
cghilnot: clothing
aceehrrs: reachers research searcher
ddelpsu: puddles
adeiklssw； sidewalks
dehnrtu; thunder
I found it on the Internet. Have a look
Combine words with all letters:
1,hytirt 2,ihrgt 3,eyard 4,tserte
1.thirty
2.right
3.deary
4.tester
Rearrange the following letters into words
oskborteo
Book store
Square area formula
Side length x side length, letter formula A & # 178; or AXA
Square area formula
Square area calculation formula square area = side length × side length s = a × a or: square area = diagonal × diagonal △ 2 s = diagonal × diagonal △ 2 in the same plane: a quadrilateral with four equal sides and one right angle is a square
Draw the largest square in a circle. The side length of the square is 2 mm. What is the area of the circle?
Because the square is the largest, the longest length in the square, that is, the diagonal length, is equal to the longest length in the circle, that is, the diameter of the circle is equal to 2 * root 2, and the radius is root 2, so the area of the circle is π r square = π * (root 2) square = 2 π
A parallelogram, cut it into a square, the perimeter of the square is 24 cm. What is the area of the parallelogram?
（24÷4）
=6
=36
This is the last question on page 23 of the fifth grade knowledge and ability training. As shown in the figure below, the perimeter of the square in the middle is 24 cm. What is the area of the parallelogram
24 divided by 4 = 6,6 * 6 = 36
After a parallelogram is cut and complemented, it is a square. The perimeter of the square is 24 cm. How many square centimeters is the area of the parallelogram
36
RELATED INFORMATIONS
- 1. Recombine the following letters into words redss otac soopn
- 2. Words or sentences describing running
- 3. Use the above three words to describe the situation when a person is running fast
- 4. When the teacher tells us the answer, let's think about it first and fill in the relevant words
- 5. What are the poems about winter
- 6. What are the words of what and what type? Don't answer indiscriminately. Need something for daily use. The more the better
- 7. Go - () () call - () () write four words with similar meaning in front and words with similar meaning in the back Line up; look at - (look) (look) (glance) (glance) (gaze) To remove the word "song" from the meaning of a song
- 8. Spring and autumn () Sangzi () Buyi () Your father () peach and plum () wild goose ()
- 9. Choose five of the following words and write a coherent passage Generous, Zhang Huang, struggling, calm, mang ran, as always, exhortation, doubt, angry eyes,
- 10. Read the following words, choose 3 to 5, and write a few coherent sentences Miracle of the century comfort creates mystery fantasy calls wind and rain
- 11. Rearrange the following letters to form words 1.t,y,o,r,u,c,n:______________ 2.n,o,a,t,o,c,r:______________ 3.r,o,r,t,a,c,n:______________ Please answer the second Wait!
- 12. Not too many words
- 13. There are many rectangles of 4cm in length and 3cm in width in the children's Park. If they are used to make a big square, how many centimeters is the minimum side length of the big square? How many centimeters do you need How many such small squares?
- 14. As shown in Figure 1, a rectangle (M > n) with length m and width n is cut along the dotted line and spliced into Figure 2 to form a large square after removing a small square from a corner. Then the side length of the removed small square (expressed by the formula containing m, n) is______ ．
- 15. Five small squares with a side length of 1 make a big square
- 16. There is a piece of paper with a length of 6.5cm and a width of 2cm, as shown in the figure. Please divide it into 6 pieces, and then put it together into a square. (requirement: draw the dividing line in the figure, and then draw the square and mark the corresponding data)
- 17. What is the circumference of a square with a side length of 6 cm______ If the perimeter of another rectangle with a length of 8 cm is equal to the perimeter of this square, then the width of the rectangle is______ Cm
- 18. It is known that the circumference of the rectangle is 22 decimeters and the length is 7.6 decimeters. Find the area of the rectangle Need "solution" and "answer" (solution of equation)
- 19. Use 105 squares of the same size to make a rectangle, with______ There are two different spellings
- 20. The ratio of length to width of a rectangle is 7:5. If the width is increased by 14 cm, the rectangle will become a square. The area of the original rectangle is___ Square centimeter