Consider the two vectors C⃗→ and D⃗→ defined as follows: C⃗=(2.35,−4.27) and D⃗=(−1.30,−2.21) What is the resultant vector R⃗=C⃗+D⃗? Give the x and y components of R⃗→ separated by a comma.

Respuesta :

The resultant of the two vectors C and D is determined as 6.56.

Resultant of the two vectors

The resultant of the two vectors is calculated as follows;

Sum of vector in X -direction

∑X = 2.35 - 1.3 = 1.05

Sum of vector in Y -direction

∑Y = -4.27 - 2.21 = -6.48

Resultant vector = √[(1.05)² + (-6.48)²] = 6.56

Thus, the resultant of the two vectors C and D is determined as 6.56.

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