Question
Solve the equation
p=49+49i
Evaluate
p=(1×i)×7(1−i)×7
Remove the parentheses
p=1×i×7(1−i)×7
Solution
More Steps

Evaluate
1×i×7(1−i)×7
Rewrite the expression
i×7(1−i)×7
Multiply the terms
i×49(1−i)
Multiply the numbers
49i(1−i)
Apply the distributive property
49i+49i(−i)
Multiply the numbers
More Steps

Evaluate
49i(−i)
Multiply
49(−1)i2
Multiply
−49i2
Use i2=−1 to transform the expression
−49(−1)
Calculate
49
49i+49
Reorder the terms
49+49i
p=49+49i
Show Solution
