5x+15 = 5(x+3)
obtain the expansion
$(x+1/2)^{3/2}$
919 divided 6 with solution
log4 p + log4 q*2 in terms of x and y
520 divided by 18 with solution
y = 1/(2E-06x⁵ - 0,0003x⁴ + 0,0184x³ - 0,464x² + 4,2042x + 5,3854)
5_1+9
fill in the gaps to factorize the expression
5x+15=5(_+_)
416 divided by 9 with solution and steps
(0.1328)*h^(8) - (0.0994)*h^(2) - (4.9149*10^(18))*h - (44.9973*10^(6)) = 0
