Solution equation: 36 = x (20-x)

Solution equation: 36 = x (20-x)


36=x(20-x)
36=20x-x^2
x^2-20x+36=0
(x-2)(x-18)=0
x=2,18



Solving equation (X-8) + x = 36


(x-8)+x=36
x+x=36+8
2x=44
x=22



Solution equation: X-5 / 2 * (X-15) = 36 X-5 / 2 * (X-15) = 36


The equation X-5 / 2 * (X-15) = 36 is multiplied by 5 on both sides
5x-2*(x-15)=180
That is, 5x-2x + 30 = 180
3x=150
The solution is x = 50



Solving two problems of equation: X of 12 + X of 15 = 36, X of 6 = x of 10 = 2
Good work, quick work
12 x + 15 x = 36 6 x-4 = 10 x = 2 these two questions are separated


12 x + 15 x = 36, multiply both sides by 60
5X+4X=36X60
9X=36X60
X=4X60=240
6 x-4-10 x = 2
6 X-10 x = 6, multiply both sides by 30
5X-2X=180
3X=180
X=60



On four character idioms with two numbers


Three or four, three or two minds, one mind, seven up and eight down, a hundred shots, a thousand troops, nine to one



If the circumference angle of a 4 cm long string is 135 degrees, the radius of the circle is


It is known that the circular angle of a 4-long string is 135 degrees, then the radius of the string and the two ends connected with the center of the circle form a right triangle, and the string is hypotenuse
R²+R²=4²
R=2√2
The diameter of the circle is 2R = 4 √ 2



Simple calculation of 2 / 5x = 1 and 1 / 5


Simple calculation of 2 / 5x = 1 and 1 / 5
2x/5=6/5;
2x=6;
x=3;
I'm very glad to answer your questions. Skyhunter 002 will answer your questions
If you don't understand this question, you can ask,



It is known that the length of one side of a parallelogram is 14. Among the following groups of numbers ()
A. 10 and 16b. 12 and 16C. 20 and 22d. 10 and 40


As shown in the figure, it can be solved in △ AOB, assuming AB = 14, then 12 (AC + BD) > AB, and for options a, B, C, D, it is obvious that only C is in line with the meaning of the question, so the question is C



25 times 20-x} = 30 times 15 to solve the equation


25(20-x)=30*15
500-25x=450
500-450=25x
50=25x
x=2



If the symmetry axis of the ellipse is the coordinate axis, the sum of the length of the major axis and the length of the minor axis is 18, and the focal length is 6, then the equation of the ellipse is ()
A. X29 + y216 = 1b. X225 + y216 = 1C. X225 + y216 = 1 or x216 + y225 = 1D


Let the major and minor half axes of the ellipse be a and B respectively, then 2 (a + b) = 18, that is, a + B = 9, ①, from the focal length of 6, we get C = 3, then A2-B2 = C2 = 9, ②, from ① we get a = 9-b, ③ into ② we get: (9-b) 2-b2 = 9, simplify to 81-18b = 9, solve to B = 4, and substitute B = 4 into ①, solve to a = 5, so the equation of the ellipse is: X225 + y216 = 1 or x216 + y225 = 1