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Question: Let φ : G → G’ be a group of homomorphism and let N be a normal subgroup G. Show that φ(N) is normal in G’. Show all work to receive full credit.
Simplify the equations.
Finding and making the truth value.
Group and normalize.
Find and matches the given linear equation.
Solving equation by using arithmetic operations.
Solving the expression.
Make the fractions below in terms of the LCM of the denominators.
Simplify the formula for the given variable.
Solve the algebra equation
Simplifying the equation
Cramer's Rule to calculate the linear equations.
Calculate the adjacent matrix and find its inverse.
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