Math, asked by stephymolsunny5737, 10 months ago

Obtain the 6th roots of (-7), and represent them in an argand diagram

Answers

Answered by cs4830288
15

Answer:

answer is 6√7

Because

in the root under the number value is in positive

do the answer is 6√7

Answered by stefangonzalez246
22

The value is 4 or 16.

Given

To obtain the 6th roots of ( -7 ) and representing them in an arg and diagram

An arg and diagram consists of x and y axis.

Where, x represents real axis.

            y represents imaginary axis.  

Value for 6th roots of ( - 7 ) is, 6 × \sqrt{( - 7 )}

Root doesn't consists of negative values so neglect negative sign.

6 × \sqrt{7} = 6 × 2.6457 = 15.8742

Hence, the value is 15.9 or 16.  

Take square root on 16 ====> \sqrt{16} = 4.      

Plot "4" in the arg and graph number line ( or ) simply plot for value "16".

To learn more...

1. brainly.in/question/14605726        

2. brainly.in/question/10287459              

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