∂T/∂t = 3 ∂²T/∂x²
Boundary conditions:
T(0,t) = 5, T(2,t) = 6, 0 < x < 2, t > 0
Initial condition:
T(x,0) = x²
how do I get the intersection of two functions?
can you simplify the following math:
4 * cos(t-(pi/2)) + sqrt(64-(4 * sin(t-(pi/2)) +r)^2)
12/? - 7/8 =5/8?
1234567890*1234567890
solve 11^2=15^2+8^2-2(15)(8)cos(x)
sin 60 divided by sin 30
45*69
?/36 + 1/12 =5/6?
compute the determinant of this matrix. Is the matrix singullar or regular?
