a) Show that 0 = {( 96 ) ( ) ( ¯)} P {(9), C has an identity element with respect to matrix multiplication. b) Does each element of P have an inverse with respect to matrix multiplication? c) Is P a group with respect to matrix multiplication?
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- 9. Find all homomorphic images of the octic group.45. Let . Prove or disprove that is a group with respect to the operation of intersection. (Sec. )Prove that the Cartesian product 24 is an abelian group with respect to the binary operation of addition as defined in Example 11. (Sec. 3.4,27b, Sec. 5.1,53,) Example 11. Consider the additive groups 2 and 4. To avoid any unnecessary confusion we write [ a ]2 and [ a ]4 to designate elements in 2 and 4, respectively. The Cartesian product of 2 and 4 can be expressed as 24={ ([ a ]2,[ b ]4)[ a ]22,[ b ]44 } Sec. 3.4,27b 27. Prove or disprove that each of the following groups with addition as defined in Exercises 52 of section 3.1 is cyclic. a. 23 b. 24 Sec. 5.1,53 53. Rework Exercise 52 with the direct sum 24.