please solve for x???
回答 (10)
✔ 最佳答案
x³ = 50 / π
x = (50 / π )^(1/3)
x = 2.52
100 = 2Ïx^3
Ïx^3 = 50
x^3 = 50/Ï
x = ³â(50/Ï)
100= 2pix^3
50 = pix^3
x= (^3sqrt50/pi)
That's it Maths rock
100 = 2 * 22/7 * x^3
100 = 44/7 * x^3
100 * 7 = 44 * x^3
700 = 44 * x^3
700/44 = x^3
15.90 = x^3
x = cube root of 15.90
therefore x = 2.51458145
if you take it correct to two decimal places it will be 2.51.
i hope i have been very specific and clear and i have helped.
參考: simple algebra and of course my cal c.
100 = 2pi (x^3)
Do you want complex values too?
0 = 2pi(x^3) - 100
0 = pi(x^3) - 50
0 = pi ( x^3 - [50/pi] )
0 = x^3 - [50/pi]
0 = ( x - (50/pi)^(1/3) ) ( x^2 + (50/pi)^(1/3) x + (50/pi)^(2/3) )
To which you would then equate each factor to 0 to obtain one real solution and two complex.
100 = 2 pi x^3
(divide both sides by 2)
50 = pi x^3
(divide both sides by pi)
15.9155 = x^3
(cube root both sides)
2.5154 = x
ta-da!! XD
divide 2pi to both sides then find the cube root of it.
(100) / (2 pi) = x^3
now find the cube root of the left hand side and u'll have ur x!
By pi you mean ~3.14 right?
Divide both sides by 2pi then take the 3rd root.
x=3rd root of (50/pi)
收錄日期: 2021-05-01 12:14:33
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