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OpenStudy (anonymous):
Evaluate the following expression: (-7+3i)(5+1)
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OpenStudy (anonymous):
This one is actually pretty simple. Foil the expression. Then you should get your answer.
OpenStudy (dmndlife24):
add the 5 and 1 in parenthesis first
OpenStudy (anonymous):
Sorry, I typed it wrong
OpenStudy (anonymous):
It should be (-7+3i)(5+i)
OpenStudy (dmndlife24):
do you know how to distribute?
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OpenStudy (dmndlife24):
distribute the 7 into each term in the second expression and the same with the 3i which is just like foiling
OpenStudy (anonymous):
Yes, but I just wasn't sure if it was different with imaginary numbers. So it should be -35 -7i + 15i + 4i?
OpenStudy (dmndlife24):
Almost...
-35 -7i + 15i + 3i^2
Now add like terms and remember i^2 = -1
OpenStudy (anonymous):
So -35 - 7i + 15i - 3? Which would be -32 -8i?
OpenStudy (anonymous):
Excuse me, -32 +8i
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OpenStudy (dmndlife24):
Well i would just look at it this way...
-35-3
and...
-7i+15i
OpenStudy (anonymous):
So, -32 + 8i would be correct?
OpenStudy (dmndlife24):
Well you forgot the -32 - 3 which equals -38
OpenStudy (dmndlife24):
sorry -35 -3
OpenStudy (anonymous):
Ohhhhh duh. Thank you :)
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OpenStudy (dmndlife24):
Your welcome :)
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