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Hello and welcome to Golang programming language course.

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In the previous session, we talked about floating point numbers and in decision, we want to talk about

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the others detail types concept.

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Complex numbers.

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Complex numbers are one of the basic types, and Go Link Go has two complex types of different sizes

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Complex 64 and Complex 128.

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Phil, 32, and Philip, 64, are also part of these complex numbers, the inbuilt function creates

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the complex number from its imaginary and real part and inbuilt imaginary and real function extract

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those parts.

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Complex 64 complex numbers, which contains four lottery tool as a real and imaginary component, complex,

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one hundred and twenty eight.

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Complex numbers which contain slots 64 as the real and imaginary component.

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The default type for a complex number and go lang is complex one hundred and twenty eight.

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Now, let's go to this court get program and illustrate how to use of complex numbers.

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First, define two variables like that a equals two point thirty five and life B equals three point

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seventy six.

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Go also provides a built in function named complex for creating complex numbers.

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If you're creating a complex number with the variables instead of literals, then you will need to use

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the complex function.

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So we create a complex number by complex function.

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Now we define the variable like Bash C and initialize it by complex function complex and set A and B

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as arguments for dysfunction.

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Now display value and type of C variable FP C and f f tied o c colin person t uppercase and set c variable

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b format.

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The court saved the project and execute the program.

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Go run thought backslash mean that goal?

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Now we can see the output, the value is two point thirty five plus three point seventy six I.

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And Type of civil liberties complex.

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One hundred and twenty eight.

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Not death.

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Both real and imaginary parts of the complex number must be of the same floating point type.

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If you try to create a complex number with different real and animation types, then the compiler will

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turn it off.

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So we do another sample first.

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Clear the last code.

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And defined two variables by two types.

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For example, via a float theory to initialize it by four point ninety two and define another variable

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like that, be by the time floats 64 and initialize it by the value, for example, seven point thirty

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eight and now go to the next line and define another variable like that C equals and create a complex

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number bunkering complex function complex and set A and B as arguments for each day and B.

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OK.

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We have a rule the following his statement won't campaign, both real and imaginary paws must be of

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the same floating point type here as fellow Terry Toole and BS followed 64.

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And it won't comply, and it has compiled at all.

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OK, you can perform arithmetic operations like addition, subtraction, multiplication and division

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and complex number.

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So first, clear the last code.

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So define a variable like that.

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A equals three plus five.

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And define another variable like that.

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E equals two plus three i.

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Now define another variable life result, one for addition to variables A and B together, that result

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one equals a plus B.

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And go to the next line and define another variable like valve resolve to force contraction between

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A and B B minus A.

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And go to the next line, define another variable valve result three equals a multiplication B and another

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variable like that result four equals a Division B.

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Now go to next line and display the results value if P

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resolved one, resolved two, resolved three and resolved for reformat the call, save the project and

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execute the program.

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Now run the comment.

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Go from dot back.

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This mean that go.

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Now we can see the output and we could perform arithmetic operations on complex numbers in order not

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to prolong the time of decision.

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We will finish it and we will continue the content in the next session.

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Goodbye.