A beautiful sentence about strawberry. 150 words

A beautiful sentence about strawberry. 150 words

My mother bought a basket of strawberries. They seem to have been carefully selected. Each of them is about the same size, much bigger than my two thumbs. The surface of strawberries is bumpy, with many small seeds. When I was a child, I thought it was a lot of sesame sticking on them. The top is sharp, the end is round, big, It's like the usual pattern of "love". Ripe strawberries are deep red, like agates. Unripe strawberries are bright red, like small lanterns. Some of them are green and red, like shy. After smelling it, a faint fragrance makes my mouth water. I take a strawberry and bite it gently. The bright red juice flows out, sour and sweet, The only regret is that the small seeds attached to the surface of strawberry taste tasteless
It is tender and juicy, delicious and sweet in shape, fragrant and strong in taste. Ripe strawberries are dark red, like agates. Unripe strawberries are bright red, like lanterns. Some of them are green and red, like shy. They are beautiful, tender and sweet

A good way to describe strawberries
A good section of fast strawberry

Description of strawberry shape words, the best is four words!

Oval
Surface lumps
The top is sharp, the end is round and big, just like the usual "love" pattern
Ripe strawberries are crimson, like agate; not ripe strawberries are red, like small lanterns, some green red, like shy

If the ratio of the two inner angles of the diamond is 4:3 and the perimeter is 40, the area of the diamond is?

This problem involves trigonometric function in high school, which is very difficult

It is known that the inner angle of a diamond is 150 ° and the perimeter is 8, so the area can be calculated

An angle is 150 degrees, so the adjacent angle is 30 degrees. The perimeter is 8, so the side length is 2. Make a vertical line at the point over 150 degrees on the side length. The right side opposite to 30 degrees is half of the hypotenuse, so the area of 1 is equal to 1 times 2, which is regarded as the area of parallelogram

The perimeter of the diamond is 20cm, and one of the internal angles is 60 ° to calculate the area of the diamond

If the side length of the diamond is 5cm and the height of the diamond is h, then H = 5sin60 degree = 5 √ 3 / 2
Area of diamond = 5 * 5 √ 3 / 2 = 25 √ 3 / 2 cm ^ 2

The diamond has a perimeter of 4 and an internal angle of 60 ° to calculate the area

If the perimeter of the diamond is 4, the side length is 1,
If an internal angle is 60 degrees, the height on one side of the angle can be obtained as # 189; √ 3,
So the area is: &# 189; √ 3 × 1 = &# 189; √ 3

The perimeter of the diamond is 20cm, the height on one side is 4.8cm, the length of the shorter diagonal is 6cm, and the length of the longer diagonal is 6cm

The four sides of a diamond are equal in length
The side length is 2 - / 4 = 5cm
Another short diagonal is 6cm long
The diagonals of the diamond are perpendicular to each other
The half of two diagonals and one side form a right triangle
Thus, the length of a longer diagonal line = 2 * √ [5 ^ 2 - (6 / 2) ^ 2] = 2 * 4 = 8cm

The perimeter of a diamond is 20cm, and the length of one diagonal is 8cm, and the length of the other diagonal is 5cm______ cm．

In RT △ OAB, OA = AB2 − ob2 = 3 (CM), AC = 2oa = 6 (CM), so the answer is: 6

After cutting a circular piece of paper, put it together into an approximate rectangle with the width equal to the radius and the area unchanged. The perimeter of the rectangle is 16.56 cm. What is the area of the cut circular piece of paper in square cm?

Let the radius of this circle be r. according to the meaning of the question, we can get: 2 × 3.14r + 2R = 16.56, & nbsp; & nbsp; 6.28r + 2R = 16.56, & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; 8.28r = 16.56, & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; & nbsp; r = 2, 3.14 × 22, = 3.14 ×