The introduction of imaginary numbers similar to the introduction of negative numbers through the determination of square root of a negative number.
<h3>Imaginary numbers </h3>
Complex numbers are square root of a negative number. Since a square root of a negative number cannot be determined, it is always represented with "i"
Given the rational number √-4 for instance, this will result in complex number or imaginary number since it is a negative number.
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Answer: As a decimal it would be .136. You can write it as a decimal by dividing by 100 as you would need to get this total by multiplying by 100. Just reverse the steps into making a percentage.
Example: 70 out of 200.
You'd do 70 divided by 200 and get .35.
After, you would multiply by 100 to turn it into a percentage.
If you want to turn it into a decimal divide by 100.
Answer:
-201.1
-200.9
-200
201
201.8
Step-by-step explanation:
For the given statement we have come to know that number in the line who have negative vales are less than the positive value
so in the number line we can see that
-201.1 is negative value in the number line and it has least value so
next value is -200.9 who is also negative and least but greater than -201.1
moving towards next we can see the value of 200 who is also negative but greater than from -200.9 so moving towards next
we can see that 201.8 is positive value so it is greater from all the past values
next the value 201 is greater than 200
so after these explanation you can see that numbers moving from negative to positive values and its show greatest values as well
hope it will be brainliest to you .
thank you
Answer:
-14
Step-by-step explanation:im in 8thgrade plus this 4x 4 -3 -12 -2=-14 bam easy
plus
