Solved Evaluate The Expression 4 4i 1 3i ï And Write The Chegg Our expert help has broken down your problem into an easy to learn solution you can count on. question: evaluate the expression ( 4 2i) (1 1i) and write the result in the form a bi. the real number a equals the real number b equals. here’s the best way to solve it. Evaluate the expression (4 2i)(−2 1i) and write the result in the form a bi. solve the radical equation 7√9x−14=7√x. solve x−4=√6x 16.
Solved Evaluate The Expression 4 2i 1 1i And Write Chegg Evaluate the expression 3 1i4 2i and write the result in the form a bi. the real number a equals 1 2 frac square square the real number bequals ∴ adf 100% (2 rated). Share free summaries, lecture notes, exam prep and more!!. Using foil (first, outer, inner, last) method, we have: \begin{align*} ( 4 2i)(1 1i) &= 4 4i 2i 2i^2 \\ &= 4 2i 2 \\ &= 2 2i \end{align*} therefore, the real number \(a\) equals \( 2\) and the real number \(b\) equals \(2\). Subtract real and imaginary parts: to evaluate the expression (− 4 1 i) − (2 7 i) ( 4 1i) (2 7i) (− 4 1 i) − (2 7 i), we need to subtract the real parts and the imaginary parts separately. \newline calculation: (− 4 − 2) (1 i − 7 i) = − 6 − 6 i ( 4 2) (1i 7i) = 6 6i (− 4 − 2) (1 i − 7 i) = − 6 − 6 i.
Solved Evaluate The Expression 4 4i 1 3i And Write The Chegg Using foil (first, outer, inner, last) method, we have: \begin{align*} ( 4 2i)(1 1i) &= 4 4i 2i 2i^2 \\ &= 4 2i 2 \\ &= 2 2i \end{align*} therefore, the real number \(a\) equals \( 2\) and the real number \(b\) equals \(2\). Subtract real and imaginary parts: to evaluate the expression (− 4 1 i) − (2 7 i) ( 4 1i) (2 7i) (− 4 1 i) − (2 7 i), we need to subtract the real parts and the imaginary parts separately. \newline calculation: (− 4 − 2) (1 i − 7 i) = − 6 − 6 i ( 4 2) (1i 7i) = 6 6i (− 4 − 2) (1 i − 7 i) = − 6 − 6 i. Score on last try: 0 of 2 pts. see details for more. next question you can retry this question below evaluate the expression 4 2i 3 4i and write the result in the form a bi. the real number a equals 1 × the real number b equals 8 ×. Our expert help has broken down your problem into an easy to learn solution you can count on. question: evaluate the expression (4−2i) (−4 1i) and write the result in the form a bi. the real number a equals the real number b equalsfind the product of −2 5i and its conjugate. the answer is a bi where the real number a equals the real number b equals. Answer to evaluate the expression ( 4 2i)(1 2i) and write the. upload image. math mode. Let's evaluate the expression (4 i)(1 − 2i) and express the result in the form a bi. 1. apply the distributive property (foil method): 2. multiply each component: 3. simplify each term: recall that i2 = −1. therefore, −2i2 = −2(−1) = 2. 4. combine all the terms: so, the expression (4 i)(1 − 2i) simplifies to 6 − 7i. 5.
Solved Evaluate The Expression 1 8i 4 4i And Write The Chegg Score on last try: 0 of 2 pts. see details for more. next question you can retry this question below evaluate the expression 4 2i 3 4i and write the result in the form a bi. the real number a equals 1 × the real number b equals 8 ×. Our expert help has broken down your problem into an easy to learn solution you can count on. question: evaluate the expression (4−2i) (−4 1i) and write the result in the form a bi. the real number a equals the real number b equalsfind the product of −2 5i and its conjugate. the answer is a bi where the real number a equals the real number b equals. Answer to evaluate the expression ( 4 2i)(1 2i) and write the. upload image. math mode. Let's evaluate the expression (4 i)(1 − 2i) and express the result in the form a bi. 1. apply the distributive property (foil method): 2. multiply each component: 3. simplify each term: recall that i2 = −1. therefore, −2i2 = −2(−1) = 2. 4. combine all the terms: so, the expression (4 i)(1 − 2i) simplifies to 6 − 7i. 5.
Solved Evaluate The Expression 3 4i 1i 1 1iand Write The Chegg Answer to evaluate the expression ( 4 2i)(1 2i) and write the. upload image. math mode. Let's evaluate the expression (4 i)(1 − 2i) and express the result in the form a bi. 1. apply the distributive property (foil method): 2. multiply each component: 3. simplify each term: recall that i2 = −1. therefore, −2i2 = −2(−1) = 2. 4. combine all the terms: so, the expression (4 i)(1 − 2i) simplifies to 6 − 7i. 5.