Vector E₁ is an electric field at the origin with magnitude of 3.75 × 10³ N/C directed 35° below the +x axis, while vector E2 is the electric field at the origin with magnitude 5.0 x 105 N/C directed 20° to the left of the +y axis. a) Do a good-sized (about ½ page) well-labeled sketch of this, b) show the vector addition graphically on your sketch to eyeball accuracy, and c) find the magnitude and direction of the net force vector Etot E1 E₂. -
Vector E₁ is an electric field at the origin with magnitude of 3.75 × 10³ N/C directed 35° below the +x axis, while vector E2 is the electric field at the origin with magnitude 5.0 x 105 N/C directed 20° to the left of the +y axis. a) Do a good-sized (about ½ page) well-labeled sketch of this, b) show the vector addition graphically on your sketch to eyeball accuracy, and c) find the magnitude and direction of the net force vector Etot E1 E₂. -
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Hello, i need help understanding how do you find the sin and cosine of E1 x and y along with E2 x and y. This problem is complete that im showing here please explain with this problem how you got the sin and cosine to start the problem for vector addition!!!

Transcribed Image Text:Vector E₁ is an electric field at the origin with magnitude of 3.75 × 10³ N/C
directed 35° below the +x axis, while vector E2 is the electric field at the origin with magnitude
5.0 × 10³ N/C directed 20° to the left of the +y axis.
a) Do a good-sized (about ½ page) well-labeled sketch of this,
b) show the vector addition graphically on your sketch to eyeball accuracy, and
c) find the magnitude and direction of the net force vector Eto=E1 E2.
y
2₂
350
16

Transcribed Image Text:X
E₁ +E, C350
= 3.75w35
=+3.07
L
E₂-E₂ Ain 200
E tot
40
보
-E, sin 35°
=-3.75Ain 35*
= -2.15
=-5,0 in 20⁰
+ E₂200
= + 5.0 co20⁰
= + 4.70
=-1.71
1.36x105 / +2.55×108 N/C
(x10³² NC
Ext(1.36x054) + (2.55×10²4) ²
= √2.89×10²N/C
angle:
choose one of
a
છે ન
o
tan 8 = Fisty | =
ta
2.55.105
Extx 1.36X 105 N/C
⇒0=61.9°
1.36
2.55
$
Exty
=> 4 = 28.1 °
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