Course Solutions Uncategorized (Solved) : 2 Said Albert Einstein Used Take Great Delight Baffling Friends Puzzle First Write Number Q26823878 . . . .

(Solved) : 2 Said Albert Einstein Used Take Great Delight Baffling Friends Puzzle First Write Number Q26823878 . . . .

 

2. It is said that Albert Einstein used to take great delight inbaffling friends with the puzzle below: First, write the number1089 on a piece of paper, fold it, and hand it to a friend forsafekeeping. What you wrote down is not to be read until you havecompleted your amazing mental feat. Next, ask your friend to writedown any three-digit number, emphasizing that the first and lastdigits must differ by at least two. Close your eyes or turn yourback while this is being done. Better still, have someone blindfoldyou. After your friend has written down the three-digit number, askhim to

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(Solved) : Num1 0x3f160000 Num2 0x3f1e0000 Decimal Num1 E Decimal Num1 P Binary Without Trailing Zero Q29409879 . . . .(Solved) : Num1 0x3f160000 Num2 0x3f1e0000 Decimal Num1 E Decimal Num1 P Binary Without Trailing Zero Q29409879 . . . .

<p>num1: 0x3F160000; num2: 0x3F1E0000<br/>Decimal->num1(E):  <br/>Decimal->num1(P):  <br/>binary without trailing zeros->num1(F bin):</p><p>Decimal->num2(E):  <br/>Decimal->num2(P):  <br/>binary without trailing zeros->num2(F bin):</p><p>Calculate num1 + num2<br/>Decimal->Normalized Sum(E):  <br/>binary without trailing zeros->Sum(Fbin):  <br/>HEX without radix specifier->Sum(FP32):</p><p>Calculate num1*num2<br/>in decimal->Initial calculation for Product(E):num1(E)+num2(E)-127=  <br/>binary without trailing zeros->Initial