There are two squares, the area of the first square is 81 square meters, the side length of the second square = 11 times of the side length of the first square, find the area of the second square
[answer] 81 = 9 × 9
9×11=99
99×99=9801
The distance between the sun and the earth is () meters
500 * 300000000 (speed of light) = 10 cubic meters of 15 * 10
Who is the first audience to hear the host's voice (V1 = 340m / S; the speed of electromagnetic wave is the same as that of light: V2 = 3 × 108m / s) sitting in the CCTV studio 17 meters away from the host or 30 kilometers away from Beijing
∵ S1 = 17m, V1 = 340m / S; S2 = 30km = 30000m, V2 = 3 × 108m / s ∵ the time for the audience sitting in the theater to hear music: according to v = st, T1 = s1v1 = 17m340m / S = 0.05s, the time for the audience sitting in front of the TV to hear music is T2 = s2v2 = 30000m3 × 108m / S = 0.0001s ∵ 0.0001s ∵ 0.05s, so the answer is: the audience sitting in front of the TV is better than the audience sitting in the studio First hear the voice of the host
How many cm square 2 is the area of a circle with perimeter ACM larger than that of a square with perimeter ACM?
Hurry up, hurry up
The area of circle is a square / 4 π. The area of square is a square / 16
Simple operation of 1 + 2-3 + 4 + 5-6 + 7 + 8-9... + 88 + 89-90
Such as the title
1+2···+90-2×[(3+90)×30÷2]=(1+90)×90÷2-2×[(3+90)×30÷2]=···
If the range of function f (x) = (2x2-a2x-a) lgx is [0, + ∞), then a=______ .
Let g (x) = 2x2-a2x-a, ∵ f (x) = (2x2-a2x-a) lgx be defined as (0, + ∞). ① when x ∈ (0, 1), lgx < 0, if f (x) = (2x2-a2x-a) lgx is defined as [0, + ∞], then G (0) = − a ≤ 0, G (1) = 2 − A2 − a ≤ 0, the solution is a ≥ 1; ② when x > 1, lgx >
If the ratio of edge length of small square and large square is 2:5, then the ratio of their surface area is (), and the ratio of their volume is
If the ratio of edge length of small square and large square is 2:5, then the ratio of their surface area is (), and the ratio of their volume is(
If the ratio of edge length of small square and large square is 2:5, the ratio of their surface area is (4:25), and the ratio of their volume is (8:125)
How can 9, 4, 3 and 10 be equal to 24?
10*3-√9*4=30-6=24
In known sequence {an}, an > 0, Sn = a1 + A2 +. + an, and an = 6sn / (an + 3), find SN
From an = 6sn / (an + 3), we can get: SN = (an * an + 3an) / 6 (1), so: s (n-1) = (a (n-1) * a (n-1) + 3A (n-1)) / 6 (2) (1) minus (2), we can get: 3 (an + a (n-1)) = (an + a (n-1)) * (an-a (n-1)) and because: an > 0, so
The perimeter of the square is 32cm. Can you find the area of the parallelogram?
32 △ 4 = 8 (CM), area: 8 × 8 = 64 (cm 2). Answer: the area of parallelogram is 64 cm 2