Fator the numerator: 2E - 4 = 2(E - 2)
Factor the denominator: 8E² - 22E + 12 = 2(4E² - 11E + 6) Now, you will need to factor 4E² - 11E + 6 into two factors ( )( ); the only factor that you have to try is (E - 2) because nothing else will cancel the factor in the numerator. Factoring 4E² - 11E + 6 = (E - 2)(4E - 3)
In factored form: [ 2(E - 2) ] / [ 2(E - 2)(4E - 3) ] = 1 / (4E - 3)
Fator the numerator: 2E - 4 = 2(E - 2)
Factor the denominator: 8E² - 22E + 12 = 2(4E² - 11E + 6) Now, you will need to factor 4E² - 11E + 6 into two factors ( )( ); the only factor that you have to try is (E - 2) because nothing else will cancel the factor in the numerator. Factoring 4E² - 11E + 6 = (E - 2)(4E - 3)
In factored form: [ 2(E - 2) ] / [ 2(E - 2)(4E - 3) ] = 1 / (4E - 3)