HOW DID I NOT KNOW THIS?!
Why do I learn more about math from Tumblr than my 12+ years of formal education????????
No math teacher ever taught me this trick. Got damn.
This is great and all if you know how to subtract things from 100
Ok, let me show you how this thing works.
Say you have two numbers A and B {in the example above 97 and 96} these two numbers can be represented by (100-x) and (100-y) {in the example above x = 3 because 100 – 3 = 97 => 100 – 97 = 3 and y = 4}. Now since A = (100-x) and B=(100 – y) therefore A*B = (100-x)*(100-y).
So if you want to multiply A*B it is the exact same as multiplying (100-x)*(100-y).
Good, so lets expand this sucker
(100-x)*(100-y)=100*100 – x*100 – y*100 -x*-y
So now lets combine things creativity
=(100 – x – y)*100 + x*y
=(100 – (x+y))*100 + x*y
So now you see it. 100-(x+y) shows up in the hundreds place {100-(3+4)=93 in this example} and x*y shows up in the ones place {3*4 = 12 in this example} thus giving the solution {9312}
Now what does that mean, well it means you can use this trick in a much wider application…
Like numbers close to different multiples of 10. For example 1000.
993 * 996
{1000 – 993 = 7}
{1000 – 996 = 4}
{1000 – (7+4) = 1000 – 11 = 989}
{7*4 = 028}
Therefore the first number now goes in the thousands place and the second in the ones place. Meaning
993*996 = 989028
We can also use it for numbers close to numbers that don’t start with 1 like 200.
192*195
{200 – 192 = 8}
{200 – 195 = 5}
{200 – (8+5) = 200 – 13 = 187}
Since 187 shows up in the 200’s place we need to multiply it by 2 to get the number that shows up in the 100’s place thus (187 *2 = 374)
{8*5 = 40}
Thus
192*195=37440
Have Fun!
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The Hour of the Furnaces/La hora de los hornos (Octavio Getino and Fernando Solanas - 1968)
Can’t believe how Pino turned out. Can’t imagine those words coming out of his mouth anymore.
[…]
In the academic literature, the “mutual combat hypothesis” has long been debated and, by many accounts, discarded. Refinements in prevalence measures augmented by findings from qualitative research reveal that once contextual factors (such as motivation, injury) are taken into account, it is men who commit the disproportionate amount of serious battering. Gender or sexual symmetry, as it is sometimes called, in domestic battering is most likely to occur among teen or dating couples or with less severe forms of violence like spitting, pushing, or pulling hair. Battering that results in serious physical injury is overwhelmingly committed by males against their female partners or ex-partners.
— Michelle L. Meloy and Susan L. Miller, The Victimization of Women: Law, Policies, and Politics (via wretchedoftheearth)
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Stranger than paradise - photographed by Tim Walker for W magazine.
Sculpture of Leonora Carrington, Paintings by Remedios Varo.I just love tilda so much you do not know
—
Dee Graham, Edna Rawlings & Roberta Rigsby. Loving to Survive: sexual terror, men’s violence, and women’s lives. NYU Press. July 1 1994. (p. 8)
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(via gynocraticgrrl)
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