Given $Z_1 = 5[\\cos50^\\circ + i\\sin50^\\circ]$ and $Z_2 = 2[\\cos65^\\circ + i\\sin65^\\circ]$, find $Z_1Z_2$
University of Ilorin MTH101 integral past question
- $25[\\sin115^\\circ + i\\cos115^\\circ]$
- $\\frac{5}{2}[\\cos115^\\circ + i\\sin115^\\circ]$
- $10[\\sin115^\\circ + i\\cos115^\\circ]$
- $25[\\sin15^\\circ + i\\cos15^\\circ]$
Register free to see the answer and step-by-step explanation
More University of Ilorin MTH101 integral past questions
Related questions
- Write $1 + \\sqrt{3}i$ in polar form
- Simplify $\\sin60^\\circ\\cos45^\\circ - \\cos60^\\circ\\sin45^\\circ$
- Find the 6th term in the binomial expansion of $(x - 2y)^{10}$
- Find the value of $(\\cos\\theta - i\\sin\\theta)^2$
- Find the value of $x$ and $y$ in the geometric sequence: $6, ar, ar^2, 162$
- Find the sum of the series $7, \\frac{7}{4}, \\frac{7}{16}, \\dots$