Let the sum of the first n terms of the arithmetic sequence {an} be SN. If S1 ≤ 13, S4 ≥ 10, S5 ≤ 15, then the maximum value of A4 is () A. 3B. 4C. -7D. -5

Let the sum of the first n terms of the arithmetic sequence {an} be SN. If S1 ≤ 13, S4 ≥ 10, S5 ≤ 15, then the maximum value of A4 is () A. 3B. 4C. -7D. -5


∵ S4 ≥ 10, S5 ≤ 15 ∵ a1 + A2 + a3 + A4 ≥ 10, a1 + A2 + a3 + A4 + A5 ≤ 15 ∵ A5 ≤ 5, A3 ≤ 3, that is: a1 + 4D ≤ 5, a1 + 2D ≤ 3, the sum of the two formulas is: 2 (a1 + 3D) ≤ 8 ∵ A4 ≤ 4, so the answer is 4



When the acceleration a is equal to 0.5m/s2 on the straight road, the car moves with uniform acceleration. When the speed reaches V1 = 10m / s, the power remains unchanged at this time
If the resistance of the car remains unchanged, what is the time required for the car to reach V2 from V1?


Let the mass of the car be m, the traction force F, and the friction force F. from P = FV, we can see that when v = V1, P = Fv1, Ma = f-f is substituted into P = (F + MA) V1, and when v = V2, the maximum speed is reached. The side traction force F is equal to the friction force F, that is, P = f2v2, F2 = f is substituted into P = fv2, and P = (F + MA) V1, P = fv2 is combined with P = (F + MA) V1, P = fv2 to get P = 10m, F = 0.5m



Xiaogang and Xiaoqiang have 128 stamps in total. Xiaoqiang has three times as many stamps as Xiaogang. How many stamps does Xiaogang have? (solved by equation)


If Xiaogang has x stamps, Xiaoqiang has 3x stamps, x + 3x = 128, & nbsp; 4x = 128, & nbsp; & nbsp; X = 32. A: Xiaogang has 32 stamps



How to do the seventh question of 18 aspects of second grade mathematics in happy class


Please write the title. I don't know how to help you with it



On the number axis, point a represents - 4 and point B represents 6. Please bisect line AB to get point C, and then write the number it represents
Divide line AB into five equal parts to get D, e, F and g respectively, and then write out the numbers they represent
Divide the line AB into three equal parts to get the points m and N respectively, and then write out their respective numbers


-2,0,2,4;
-2/3,8/3



What can be measured directly at a short distance on the ground
When there is a short distance on the ground, you can use () or () to measure it directly. When there is a long distance on the ground, you should first measure a line () through the two points, and then measure the distance between the two points along (). When there is no measuring tool or the measurement result is not very accurate, you can also use () or ()


Tape measure or tape measure
Straight line. Origin
Visual inspection and walking



If 2x ^ my ^ P is the same as 3x ^ NY ^ Q, then
A,m=q,n=p
B,mn=pq
C,m+n=p+q
D. M = n and P = q
No one will
Said the team had a reward


The answer is C



6 cubic meters, 60 cubic decimeters = () cubic meters, 230 cubic decimeters = () cubic centimeters
The volume of a cone is 30 cubic meters, the bottom area is 10 cubic meters, and the height is () meters
The volume of a cylinder is 27 cubic decimeters. Cut it into a cone with the same height as its bottom. The volume of a cone is () cubic decimeters
When the radius of the bottom of the cylinder increases three times and the height decreases three times, the volume of the cylinder increases () times
The bottom radius of the cylinder is 20cm, the side is just a square, and the height of the cylinder is () cm


6 cubic meters, 60 cubic decimeters = (6.06) cubic meters, 230 cubic decimeters = (230000) cubic centimeters. The volume of a cone is 30 cubic meters, the bottom area is 10 cubic meters, and the height is (9) meters. The volume of a cylinder is 27 cubic decimeters. Cut it into a cone with the same height as its bottom, and the volume of the cone is (9) cubic meters



A passenger car and a freight car run from both sides of a and B at the same time. When they meet, the passenger car runs 70 kilometers more than the freight car. It is known that the speed ratio of the passenger car and the freight car is 7:5, and the distance between a and B is 70 kilometers______ Kilometers


7 + 5 = 1270 ^ (712-512), = 70 ^ 16, = 420 (km); answer: the distance between a and B is 420 km



Let X be greater than or equal to 1. Compare the cube of X with the square of x minus x plus 1


x^3-(x^2-x+1)
=x^3-x^2+x-1
=(x-1)(x^2+1)>=0
x^3>=x^2-x+1