Use four word words to describe a lion

Use four word words to describe a lion


majestic-looking
Vigorous and healthy
Awe inspiring
No anger, no pride



It takes eight words to describe a monkey's movements


Monkey head and monkey brain are as active as a monkey. They are impetuous in action. Their mind is like a monkey jumping and a horse running. They can't control their mind. They think about things and can't be quiet. They are quick in hand and quick in eye. They are smart and agile. They are smart and agile. They are changeable. They are smart and agile



Four word words for spring


Spring flowers bloom, spring breeze sends warmth, spring breeze blows face, spring is full of vitality, everything recovers, the wind is warm and the sun is beautiful, flowers are blooming, the earth returns to spring, thousands of trees fight for spring, spring is thriving in March, YingGeYanWu, birds sing and flowers smell, meteorology is thousands of things recover, thousands of trees fight for spring, spring breeze sends warmth, spring breeze blows face, spring is full of vitality



The area of a rectangle is 24 square centimeters, the ratio of length to width is 3:2, and the circumference is () centimeters
2. A is 8 / 9 of B, the ratio of B to C is 6:7, and the ratio of a, B and C is ()
3. The rectangle is divided into three triangles: A, B and C. the area of a is 12 square centimeters more than that of B, and the ratio of B to C is 2:3. How many square centimeters is the area of this rectangle?
4. For two engineering teams, if one fifth of the number of team a is transferred to team B, and then one sixth of the number of team B is transferred to team a, then the number of the two teams is equal. What is the ratio of the number of team a and team B?
If you want the formula,


1. The area of a rectangle is 24 square centimeters, the ratio of length to width is 3:2, and the circumference is () centimeters
The length is 3x and the width is 2x
6xx=24
x=2
Perimeter = (3x + 2x) * 2 = 20
2. A: B = 1:8 / 9 = 9:8 = 27:24
B: C = 6:7 = 24:28
A: B: C = 27:24:28
3. Let B be x, C be 3x / 2, and a be x + 12
A = B + C
x+12=x+3x/2
x=8
Area of rectangle = 8 + 12 + 8 + 12 = 40 square centimeter
4. Let a be x, the ratio of a to B = k, and B be x / K
x(1-1/5)+(x/k+x(1-1/5))*1/6=(x/k+x(1-1/5))*5/6
4/5+1/6k+2/15=5/6k+2/3
k=75:24=25:8



The perimeter of a rectangle is 24 cm, the ratio of length to width is 4:3, and the area of the rectangle is ()


24/2=12
Length = 12 / 7x4 = 48 / 7
Width = 12 / 7X3 = 36 / 7
The area of this rectangle is (48 / 7x36 / 7 = 1720 / 49 = 352653)



There is a rectangle with a circumference of 64 cm. It is made up of three identical squares. Find the area of the rectangle


If a rectangle is divided into three identical squares, the circumference of the rectangle is equal to the side length of eight small squares
Then, the side length of the small square is 64 △ 8 = 8cm
The area of a square is: 8 × 8 = 64 square centimeters
The area of three squares, or rectangles, is 64 × 3 = 192 square centimeters



There is a rectangle with a circumference of 16 cm. It is made up of three squares. Find the area of the rectangle (the length and width of the rectangle are the whole centimeter)


∵ the circumference is 16
Length + width = 16 divided by 2 = 8
If the width is x, the length is 3x
x+3x=8 x=2
Length 6, width 2
Area s = 6 times 2 = 12



Draw the largest square in a circle with a circumference of 50.24 cm and find the area of the square


50.24÷3.14=16
The area of the square is 16 × 16 △ 2 = 128 cm and 178;



The perimeter of the square is C cm and the area is s square cm,
1. Find the functional relationship between S and C
2. According to the drawn image, find out the perimeter of the square when s = 1 square centimeter
3. According to the drawn image, when we find out the value of C, s is greater than or equal to 4 square centimeters
Can you write the answer in detail


1. C is perimeter, C / 4 is side length, and the square of side length is area
S=(C/4)^2
2. S = 1, where C = 4cm
3. When C is greater than or equal to 8cm, s is greater than or equal to 4cm
(s = 4, where C = 8. The larger the circumference, the larger the area of the energy circle.)



There is a biggest circle in the square, and there is a biggest square in the circle. Find the area ratio of big positive and small positive
Hurry, please


The diagonal of a small positive is the diameter of a circle and the side length of a large positive. The side length of a large positive is twice the root of a small positive, so the ratio is 2:1