Two forces of F₁ = = 63 Part (c) Given your obse (i-3+k) √n the two vectors F₁ = C1 (₁ - i) √2 Part (a) What is the resultant force in terms of the force vectors F₁ and F₂? Part (b) What is the magnitude of an equal and opposite force, F3, which balances the first two forces? The vectors in question are F₁ = C₁ N and F₂ = -N and F₂ = C₂ = 375 + √√n from parts a and b, if working with vectors in 3 dimensions (2, 3, k); what will the normalizing term n be for (i- j + k) √2 √n Part (d) Given the normalizing term n found in the previous part in 3 dimensions (i, j, k);v ; what will the magnitude of the resultant vector Fres be in terms of the constants c₁ and c₂. (î N. -N and F₂ = c₂ N act on an object. (i-3+k) √n

College Physics
11th Edition
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Chapter1: Units, Trigonometry. And Vectors
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Two forces of F₁ = = 63
the two vectors F₁ = C₁
√2
= C1
The vectors in question are F₁ =
N and F₂ =
Part (a) What is the resultant force in terms of the force vectors F₁ and F2?
Part (b) What is the magnitude of an equal and opposite force, F3, which balances the first two forces?
Part (c) Given your observations from parts a and b, if working with vectors in 3 dimensions (î, 3, k); what will the normalizing term n be for
(i - j + k)
( i − j + k)
N and F2₂ = C2₂
= 375
- j + k)
In
(₁ - i)
√2
√n
n
Part (d) Given the normalizing term n found in the previous part in 3 dimensions (i, j, k); what will the magnitude of the resultant vector
:| Fres
be in terms of the constants c₁ and c₂.
N and F₂ = c₂
- N.
N act on an object.
(i-j+ k)
√n
Transcribed Image Text:Two forces of F₁ = = 63 the two vectors F₁ = C₁ √2 = C1 The vectors in question are F₁ = N and F₂ = Part (a) What is the resultant force in terms of the force vectors F₁ and F2? Part (b) What is the magnitude of an equal and opposite force, F3, which balances the first two forces? Part (c) Given your observations from parts a and b, if working with vectors in 3 dimensions (î, 3, k); what will the normalizing term n be for (i - j + k) ( i − j + k) N and F2₂ = C2₂ = 375 - j + k) In (₁ - i) √2 √n n Part (d) Given the normalizing term n found in the previous part in 3 dimensions (i, j, k); what will the magnitude of the resultant vector :| Fres be in terms of the constants c₁ and c₂. N and F₂ = c₂ - N. N act on an object. (i-j+ k) √n
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