An Imaginary Common Sense Problem
The number of conduct cuts I have in math for "not following directions" and "not bringing materials to class" is ,where is ,where ,where . Note that I mean the greatest possible value of a+b. Oh right.FIND M
The answer is 3.
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1 solution
− 1 3 / 4 = i .We can know that sqrt(i)=a+bi,so squaring both sides we have a^2-b^2+2abi=i.We can match coefficients to get a=b and 2a^2 =1.So both a and b are +/- 1/sqrt2. 1/sqrt2+1/sqrt2=2/sqrt2 =sqrt2.So n = 2 and m=3.