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Let z1 =1+i, z2 =3+2i, then calculate, |z1+z2|.
555
444
333
Is the sentence true or false?
∣2+3i+4+5i∣=∣8+6i∣\left|2+3i+4+5i\right|=\left|8+6i\right|∣2+3i+4+5i∣=∣8+6i∣.
True
False
Let z1 =5+i, z2 =6+3i, |z1+z2| =4.
Let z1 =5+2i, z2 =3i, then calculate, |z1+z2|.
222
525\sqrt{2}52
323\sqrt{2}32
Let z1 =1+2i, z2 =-i, |z1|+|z2| =5\sqrt{5}5 +1.
Let z1 =-2+i, z2 =3-i, |z1+z2| =1.
Let z1 =1+i, z2 =3+2i, then calculate, |z1|+|z2|.
2+13\sqrt{2}+\sqrt{13}2+13
∣(8+7i)+(6+5i)∣ ≤ ∣8+7i∣+∣6+5i∣\left|\left(8+7i\right)+\left(6+5i\right)\right|\ \le\ \left|8+7i\right|+\left|6+5i\right|∣(8+7i)+(6+5i)∣ ≤ ∣8+7i∣+∣6+5i∣.
Complete:
Given that ∣Z∣+2∣Ẕ∣=15\left|Z\right|+2\left|Ẕ\right|=15∣Z∣+2∣Ẕ∣=15, then ∣2Ẕ3∣=\left|2Ẕ^3\right|=∣∣2Ẕ3∣∣=__________.
250250250
112511251125
345345345
It is done.