The figure shows two vectors d1, and d2.
If θ = 45°, the magnitude of d1 is 5.0, and the magnitude of d2 is 4.0 then what is the magnitude of the vector R where:
Give your answer to 2 s.f.
∣d1−d2∣=∣d1∣2+∣d2∣−2d1d2cosθ|d_1-d_2|=\sqrt{|d_1|^2+|d^2|-2d_1d_2cos\theta}∣d1−d2∣=∣d1∣2+∣d2∣−2d1d2cosθ
∣d1−d2∣=52+42−2⋅4⋅5/2=3.57|d_1-d_2|=\sqrt{5^2+4^2-2\cdot4\cdot5/\sqrt{2}}=3.57∣d1−d2∣=52+42−2⋅4⋅5/2=3.57
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