Not With A Bang, But A Whimper

I'm Becky.
Just a 20-year-old Canadian girl trying to find her way in the world.
I love music and mathematics.

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Reblogged from iaintnopapaya

ninjagoaty:

frozenfontana:

iaintnopapaya:

Disney Princesses as sloths.

but why

Why not?

(via theconsultingshieldmaiden)

Reblogged from sukish

sukish:

tall boys

image

(via addictwithafin)

Reblogged from addictedtomath

Reblogged from strawberrylatent

I hope someone can help me?

strawberrylatent:

If f(x)=1/(3x-2), then f^-1(x)=?

Also

Simplify y^(2/7) * y^(14/2)

And one more

Simplify (y^(2/7))^(14/2)

f(x) = 1/(3x-2)

To find f^-1(x), you switch x and f(x). For ease of typing, lets use y instead of f(x). Then, y=1/(3x-2). Switching, you get x=1/(3y-2). Then you solve for y. Multiply both sides by (3y-2), and you have 3xy-2x=1. Then adding 2x to each side is 3xy=2x+1. Finally, divide each side by 3x, and you have y=2/3*1/3x=f^-1(x)

y^(2/7)*y^(14/2)

When you’re multiplying two things with the same base, you simply add the powers. Thus,
y^(2/7)*y^(14/2)=y^(2/7+14/2)
Then you need a common denominator to add the fractions. The least common multiple of 7 and 2 is 14 (which is 7*2), you you can then get
y^(4/14+88/14)=y^(92/14)=y^(46/7)

(y^(2/7))^(14/2)

When simplifying expressions like this, you need to multiply the two exponents together. Thus, (2/7)*(14/2)=(2*14/7*2). Note the 2’s cancel, leaving 14/7, which simplifies to 2. Then, you have
(y^(2/7))^(14/2)=y^2

I hope that helped! The answers should be right. Although I didn’t double check my work… The methods are definitely correct, though!

Reblogged from imyourdestinymotherfucker

WHEN ONE IS EXPECTING

imyourdestinymotherfucker:

Today, I bought this book (for my sister, lets clarify that now ‘cause the only way I’m going anywhere near sperm is if I fall into a vat of it):

image

BUT WAIT

THIS:

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IS:

image

SOME:

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OF THE BRILLIANT:

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STUFF IT HAS IN IT:

image

(via sarcasmismybestfriend)

Reblogged from poopyodd

poopyodd:

don’t u hate it when its 8:59 in the afternoon and ur eyes are already the size of the moon

(via addictwithafin)

Reblogged from saracastically
saracastically:

toothless in 99i got a ton of toothless requests; so i made this one move
commissions are open

saracastically:

toothless in 99
i got a ton of toothless requests; so i made this one move

commissions are open

(via sarcasmismybestfriend)