Find number abc
[6213] Find number abc - If cbca3 - a7373 = 38ab0 find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 39 - The first user who solved this task is Nasrin 24 T
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Find number abc

If cbca3 - a7373 = 38ab0 find number abc. Multiple solutions may exist.
Correct answers: 39
The first user who solved this task is Nasrin 24 T.
#brainteasers #math
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MONDAY: It's fun to cook for...

MONDAY: It's fun to cook for Tom. Today I made angel food cake. The recipe said beat 12 eggs separately. The neighbors were nice enough to loan me some extra bowls.
TUESDAY: Tom wanted fruit salad for supper. The recipe said serve without dressing. So I didn't dress. What a surprise when Tom brought a friend home for supper.
WEDNESDAY: A good day for rice. The recipe said wash thoroughly before steaming the rice. It seemed kind of silly but I took a bath anyway. I can't say it improved the rice any.
THURSDAY: Today Tom asked for salad again. I tried a new recipe. It said prepare ingredients, lay on a bed of lettuce one hour before serving. Tom asked me why I was rolling around in the garden.
FRIDAY: I found an easy recipe for cookies. It said put the ingredients in a bowl and beat it. There must have been something wrong with this recipe. When I got back, everything was the same as when I left.
SATURDAY: Tom did the shopping today and brought home a chicken. He asked me to dress it for Sunday (oh boy).For some reason Tom keeps counting to ten.
SUNDAY: Tom's folks came to dinner. I wanted to serve roast but all I had was hamburger. Suddenly I had a flash of genius. I put the hamburger in the oven and set the controls for roast. It still came out hamburger, much to my disappointment.
GOOD NIGHT DEAR DIARY. This has been a very exciting week. I am eager for tomorrow to come so I can try out a new recipe on Tom. If I can talk Tom into buying a bigger oven, I would like to surprise him with chocolate moose.
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Shakuntala Devi

Died 21 Apr 2013 at age 83 (born 4 Nov 1929).Indian computer and astrologer who demonstrated her gift as an arithmetical prodigy in public performances (beginning at age 6 years old), rapidly computing answers to addition of several up to 13-digit numbers. Using her mental skills, she applied shortcuts using mathematical algorithms, though she could not explain that ability. Her calculations included using large numbers in multiplication and division of large numbers. She also quickly gave square and cube roots, and could name the day of the week for any date in the last century. Examples include taking the cube root of 188,132,517 or naming which days of the week the 14th of each month occurred in 1935. Her skill was one of computation, but she did not have a photographic memory for other facts, and could have memory lapses such as recognizing people met in years past.«
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