π₯2β4π₯βπ¦=β3π¦2
β(8β4)+6 xβ(3 xβ(4β7)+2)=β4+(2 xβ(β9β7)+4)
O nΓΊmero de voltas e o quadrante do Γ’ngulo β2.735o, respectivamente, sΓ£o
β(8β4)+6 xβ[3 xβ(4β7)+2]=β4+[2 xβ(β9β7)+4]
ay^2= x^2(a-x)
find the peremeter of the ...
β8 xβ(β5 x+3)+[β3+(β2+4)+5]=β4 x+(β7+9)
solve by using gaussian elimination method
x+y+z=6
2x+3y+7z=20
x+3y+4z=17
4. Calculate the volume of a solid generated by revolving the region bounded by the curve
π(π₯) = cos π and the lines π₯ = 0 , π₯ = ...
z4z^{4}z4 = 1 - i