All Answers 358212 Answers

1 kg=1,000 grams 

1,000 x 1,000=1,000,000 grams

1,000,000 / 10^-3 =1,000,000,000=10^9 grains of sand in 1,000 kg.

Solve for P:
7.5 = log(5000. P)

7.5 = 15/2 and log(5000. P) = log(5000 P):
15/2 = log(5000 P)

15/2 = log(5000 P) is equivalent to log(5000 P) = 15/2:
log(5000 P) = 15/2

Cancel logarithms by taking exp of both sides:
5000 P = e^(15/2)

Divide both sides by 5000:
Answer: |  P = e^(15/2)/5000=0.36160848......THIS IS NATURAL LOG.

\(\frac{7}{2}-{2}^{2}\)

\(\frac{7}{2}-4\)

\(\frac{7}{2}-\frac{8}{2}\)

\(-\frac{1}{2}\)

DEEZ NUTS

\(\frac{6\times\sqrt{3}}{2}\)

\(3\times\sqrt{3}\)

\({20}^{2}-4\times4\times25\)

\(400-4\times4\times25\)

\(400-16\times25\)

\(400-400\)

\(0\)

If you mean \(\sqrt{\frac{2}{3}}:\)

\(\sqrt{\frac{2}{3}}\)

\(\frac{\sqrt{2}}{\sqrt{3}}\)

\(\frac{\sqrt{2}\sqrt{3}}{\sqrt{3}\sqrt{3}}\)

\(\frac{\sqrt{6}}3\)

If you mean \(\frac{\sqrt{2}}{3}:\)

\(\frac{\sqrt{2}}{3}\)

\(0.51=1-({x}^{2}-{300000000}^{2})\)

\(0.51=1-({x}^{2}-90000000000000000)\)

\(51=100-100\times({x}^{2}-90000000000000000)\)

\(51=100-{100x}^{2}+ 9000000000000000000\)

\(51=-{100x}^{2}+ 9000000000000000100\)

\(0={-100x}^{2}+ 9000000000000000049\)

\({-100x}^{2}+ 9000000000000000049=0\)

\({-100x}^{2}=-9000000000000000049\)

\({x}^{2}= 90000000000000000.49\)

\(x=± 300000000.0000000008166667\)

3√3 x √3   remember that this is really just

3  x √3 x √3  =

3 x √9

3 x 3   = 

9

Two billion seven hundred two million fifty thousand

2,702,050,000

arc = radius x angle.

36 x pi / 4 = 9pi inches

85,000 mm2 = 850 cm2

50 : 3 =  30 : ?

50/3  = 30/ ?       cross-multiply

50 * ?   = 30 * 3

50 * ?   =  90        divide both sides by 50

?  =  90 / 50    =   9/5

6√3 by 2  =

(6/2) * √3  =

3 * √3

sin∅=1/2 then cos∅  =

sin  = y / r

cos = x / r

x = sqrt ( 2^2  - 1^2)  = sqrt (4 - 1)   = sqrt(30

So......cos ∅  =   sqrt (3)  / 2

If rotated clockwise, the new image is (1, 6)

If rotated counter-clockwise, the new image is (-1, - 6)

It says that it would equal 13.26649916 

Neither one

Call the original radius, r

Then the original area  = pi* r^2    and the original circumference  = 2pi* r

If he doubles the radius, the new area becomes pi *(2r)^2  = 4pi*r^2  = 4 times as much

But......the new circumference will just be  2pi * (2r)  = 4pi*r   = only 2 times as much

a is 12

(1-1/10)^10

1/10=0.1

(1-0.1)^10

0.9*0.9*0.9*0.9*0.9*0.9*0.9*0.9*0.9*0.9= 0.3486784401

Ok, so what I did was that I multiplied 46 two times. I got 2,116. Then I subtracted that from 3/8. The answer is 16925/8, or 2115  5/8. I hope that this helps. 

how about you use the calcular website you are on. WHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAT ._.

That would be  C