Find the conjugate of the complex number.
-2+7i
The conjugate of the complex number is □.
(Type your answer in the form a+bi.)

Question

Find the conjugate of the complex number.
-2+7i
The conjugate of the complex number is □. 
(Type your answer in the form a+bi.)

Gauth AI · Accepted Answer

The answer is **-2 - 7i**. Step 1: **Identify the given complex number.**
The given complex number is  -2 + 7i.  This is in the standard form a + bi, where a = -2 and b = 7.

Step 2: **Define the conjugate of a complex number.**
The conjugate of a complex number a + bi is given by a - bi.  This involves changing the sign of the imaginary part.

Step 3: **Determine the conjugate.**
Applying the definition of the conjugate to the given complex number (-2 + 7i), we change the sign of the imaginary part (7i) to obtain -7i. Therefore, the conjugate is -2 - 7i.

Find the conjugate of the complex number. -2+7i The conjugate of the complex number is □. (Type your answer in the form a+bi.)

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