Mathematics, 08.07.2019 16:00 dawnparker71
Princess poly showed that (9+2i)(3β5i)β(9+i)(3β5i) is equal to 15+9i as shown in the table with her justifications. statements - reasons 1 (9+2i)(3β5i)β(9+i)(3β5i) given 2 (3β5i)(9+2iβ9+i) factor out (3β5i). 3 (3β5i)(9β9+2i+i) commutative property of addition 4 (3β5i)(3i) combine like terms. 5 3(3i)β5i(3i) distributive property 6 9iβ15i2 simplify. 7 9iβ15(β1) substitution (i2=β1). 8 9i+15 simplify. 9 15+9i commutative property of addition which statement is true regarding her proof?
Answers: 1
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Princess poly showed that (9+2i)(3β5i)β(9+i)(3β5i) is equal to 15+9i as shown in the table with her...
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