Question: Note : Please help me this calculus 3 problems also answer by hand 3. Solve the given initial value problem. d2 T Differential Equation: dt2

Note : Please help me this calculus 3 problems also answer by hand

hand 3. Solve the given initial value problem. d2 T Differential Equation:

3. Solve the given initial value problem. d2 T Differential Equation: dt2 = - ( it j+ E ) Initial Conditions: r(0) = 102 + 107 + 10k & (0) = 6.4. The circular helix is represented by the following vector equation "(t) = where a, b, and w are positive constants. Find the length of the helix for 0

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