Answer
given,
I(t) = I₀ sin(ωt),
M = 0.0034 H, I₀ = 5.4 A, ω = 143 rad/s.
a) magnitude of induced emf in terms of M and I
ε₂ = 
b) magnitude of induced emf in terms of M, Io, and ω
now,
ε₂ = 
c) maximum value of |ε2|, εmax, in terms of M, I₀ , and ω.
|ε₂| = 
for ε_{max} , cos ωt = 1
ε_{max} = 
d) numerical value of εmax in V.
ε_{max} =
ε_{max} = 
ε_{max} = 2.63 V
Answer:
Position of object is;
s(t) = 4t³/3 + 3t + 1
Explanation:
We are told that the velocity has an expression;
v(t) = 3.00 m/s + ( 4.00 m/s³)t²
Now, to get the expression for the position(s(t)) of the object, we have to integrate the velocity expression. Thus;
s(t) = ∫3 + 4t²
s(t) = 3t + 4t³/3 + c
Now, we were told that at x = 1.00 m, time t = 0.000 s
Thus, plugging the values in;
1 = 3(0) + 4(0³/3) + c
c = 1
Thus,the expression for the position of the object is;
s(t) = 4t³/3 + 3t + 1
The mass of each sphere is m=1.7kg
<h3>What is the mass?</h3>
The amount of matter in a particle or object is represented by the dimensionless quantity mass (symbolized m). The kilogram is the chosen unit of mass according to the International System (SI) (kg).
<h3>According to Given Information:</h3>
We'll apply the formula.
Now take note that the value we must discover is m1 = m2 = m. When m is solved for,
m=1.7kg is obtained using the formulas Fg = 2.0 109 N and G = 6.673 1011 N m2/kg2.
<h3>What is the force?</h3>
A force refers to the push or pull that such an object feels when it comes into contact with another object. A force is applied to each object when two things come into contact. The interaction between the two items stops when the force is no longer looks by either.
To know more about mass due to gravitation visit:
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