Question Type 3: For a given complex number, finding the modulus Exercises

Calculate the modulus of $z = \sqrt{3} + i$.

Find the modulus of $z = 5 + 6i$.

Compute the modulus of $z = 1 + i$.

Calculate the modulus of $z = -3 + 4i$.

Find $|z|$ for $z = 2 - 2i$.

Determine the modulus of $z = -8 + 15i$.

Find $|z|$ for $z = -5 - 12i$.

Find the modulus of $z = 3 + 4i$.

Determine the modulus of $z = 7 - 24i$.

Given $z_1=3+4i$ and $z_2=-1+2i$, find $|z_1+z_2|$.

Determine the modulus of $z = 4 + 4i$.

Compute the modulus of $z = \frac{5}{2} + \frac{3}{2}i$.