(5x ^ { 2 } +7x-3) \div (x+3)
There are infinitely many odd integers n for which n, n + 2,
n + 4, …, n + 1000 are all composite
expresar como fraccion 2,1456 siendo el 56 periodico
Find the centroid if the solid formed by revolving about x = 2 bounded by y = x^3, X = 2 and y = 0.Find the centroid if the solid ...
(8t ^ { 3 } +3tr ^ { 2 } -10t ^ { 2 } r) \div (4t ^ { 2 } -3tr)
–2d–8=8+8+4d
–0.16+6.4m=6.3m+0.54
given that dy/dx=2+√xy,y(1) find approximate value at x=2 using modified eulers method
10–5v=10–v
(x + 3) (x + 4)
