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Express the following in standard form : 
  • a)
    3+3i
  • b)
    2 + 2i
  • c)
    1 + 2i
  • d)
    0 + 2i
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
Express the following in standard form :a)3+3ib)2 + 2ic)1 + 2id)0 + 2i...
(8 - 4i) - (-2 - 3i) + (-10 + 3i)
=> 8 - 4i + 2 + 3i-10 + 3i
=> 8 + 2 - 10 -  4i + 3i + 3i  =>0 + 2i
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Most Upvoted Answer
Express the following in standard form :a)3+3ib)2 + 2ic)1 + 2id)0 + 2i...
Explanation:
To express (8 - 4i) - (-2 - 3i) in standard form, we need to simplify the expression by distributing the negative sign and combining like terms.

Step 1: Distribute the negative sign:

(8 - 4i) - (-2 - 3i) = 8 - 4i + 2 + 3i

Step 2: Combine like terms:

8 + 2 - 4i + 3i = 10 - i

Step 3: Write the result in standard form:

10 - i can be written as 10 + (-1)i, which is in the form a + bi, where a and b are real numbers. Therefore, the correct answer is (d) 0 + 2i.

Note: In standard form, the real part (a) comes first and the imaginary part (b) is written with the imaginary unit (i). If the imaginary part is negative, it is written as a - bi.
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Community Answer
Express the following in standard form :a)3+3ib)2 + 2ic)1 + 2id)0 + 2i...
(8-4i)-(-2-3i)+(-10+3i)

=>8-4i+2+3i-10+3i

=>8+2-10-4i+3i+3i =>0+2i
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Express the following in standard form :a)3+3ib)2 + 2ic)1 + 2id)0 + 2iCorrect answer is option 'D'. Can you explain this answer?
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