All Answers 358098 Answers

We work hard for answering people's questions! And this is true!

First find the lowest common denominator.

24: 24, 48, 72, 96, 120...

5:   5, 10, 15, 20, 25, 30...100, 105, 110, 115, 120...

So, 120 is our lowest common denominator.

Now change 37/24 into a mixed number.

$$37/24=1\dfrac{13}{24}$$

Now change 24 into 120, and 5 into 120.

$${\mathtt{13}}{\mathtt{\,\times\,}}{\mathtt{5}} = {\mathtt{65}}$$

$${\mathtt{24}}{\mathtt{\,\times\,}}{\mathtt{2}} = {\mathtt{48}}$$

So put the fractions fractions together.

$$1\dfrac{65}{120}+\dfrac{48}{120}$$

Add 48 and 65.

$${\mathtt{48}}{\mathtt{\,\small\textbf+\,}}{\mathtt{65}} = {\mathtt{113}}$$

So, combine the fraction together.

$$1\dfrac{65}{120}+\dfrac{48}{120}=1\dfrac{113}{120}$$

So, $$\boxed{1\dfrac{113}{120}}$$ is our answer.

Can you message me? where we can talk about it!

Thank you all

Yay! Ghost came back! And thanks.

Yes. I am in danger of getting killed, but Melody told me what to do if that happens again 

Though I have not a Lyre, I may write the Lay.

Here, a Lay in three quatrains about and for a very cool Cat.

Kitty < Trinity! Enigma! A delightful mystery to behold:

Her Father’s daughter, rays of light, illuminating chronicles untold

The resplendent essences of affections and adorations from above

A dwelling for the light birds and a temple for the dove.

A dazzling heart with a soul of pa*sion

Qualities of character created in a God’s fashion

Respectful reverence inspiriting incandescence pure

Lighting candles for a bleak and darkened heart’s cure.

Angelic abstractions of faithful invocations

Awe inspiring epitomes of loyal dedications

The Distinguished heart, with extraordinary Grace

A Reflection of majesty from the Princess’ Face.

The Ghost of web2.0calc

How can i explain for a kid ?

For starters, multiply both sides by 5   

I can work out how many hours this person has worked.

$${\frac{{\mathtt{7\,200}}}{{\mathtt{41.56}}}} = {\mathtt{173.243\: \!503\: \!368\: \!623\: \!676\: \!6}}$$

But now I do not know how many hours he works each day.

Maybe he works 8 hours a day?

$${\frac{{\mathtt{173.24}}}{{\mathtt{8}}}} = {\frac{{\mathtt{4\,331}}}{{\mathtt{200}}}} = {\mathtt{21.655}}$$

so he has worked 21.7 days this month.

So in a day he earns about  R41.56*8 

@@ End of Day Wrap       Thurs 2/10/14        Sydney, Australia      Time 9:55pm      ♬  

Hi all,

Our fabulous answers today were given by Geno3141, A sassy ninja, Alan, DragonSlayer554, CPhill, Unknown, Pyramid, Kitty<3, Rosala, tfb0806, Coolkille98, maxboo, and Quinn.  a big thank you to each of you.  

Some inappropriate messages are being sent to some of the Children.  Please DO NOT RESPOND to any of these.

Also, remember that people may not be anything like who they claim to be - even when they are being nice.

Do not give other members personal informations like your full name, your address, your phone number, your email address.  etc.

This is important please follow these guidlines,  they will stop you from being put in any danger.

Now for some interest posts:

1) Dragons 'opinion' of us all.   (Thanks Dragon)

Thanks Quinn.   

Anon is totally correct.

$$\sqrt{-1}=i$$

This is a very strong recommendation to ALL members of the forum.

Do not give personal information to anyone on the forum.

Do not give your full name

Do not give your address

Do not give your school

Do not give your phone number.

Do not give your personal email.

If someone sends you a message that you think may be inappropriate.  DO NOT REPLY!

Always be conscious that who people say they are may NOT be anything like who they really are!

This is a very strong reminder to ALL members of the forum.

Do not give personal information to anyone on the forum.

Do not give your full name

Do not give your address

Do not give your school

Do not give your phone number.

Do not give your personal email.

If someone sends you a message that you think may be inappropriate.  DO NOT REPLY!

Always be conscious that who people say they are may NOT be anything like who they really are!

20= -4u

divide both sides by -4

if you know the mass of one of the apples, and de graviti force of this planet, you can calculat the teorical  force of atraction that the apple is under. them, you know the distance from the sun to eart , and you can measure the real gravity force that the aplle is under ( by leting it fall and making some math), knowing that the real force is less than the teorical, you can determinate the gravity force that the sun is pulling the apple. and them the mass of the sun , after that you can estipulate it circumference. good luck

0 is a representation of nothing, but it is something. 

This might mean the cube root of -8a³/b²¹ and the brackets are in the wrong place.  If so, then

$$\sqrt[3]{\frac{-8a^3}{b^{21}}}\\\\
\frac{\sqrt[3]{-8}\times \sqrt[3]{a^3}}{\sqrt[3]{b^{21}}}\\\\
\frac{-2a}{b^7}$$

.

$$\\a_n=(-1)^n-+1e^n\times 2\\\\
a_n=(-1)^n-e^n\times 2\\\\
a_{12}=(-1)^{12}-e^{12}\times 2\\\\
a_{12}=1-2e^{12}\\\\$$

YES it can!

Look at this post

(sqrt3(-(8*a^3))/b^21)

$$\frac{\sqrt3(-(8*a^3))}{b^{21}}\\\\
=\frac{\sqrt3(-8*a^3)}{b^{21}}\\\\
=\frac{-8a^3\sqrt3}{b^{21}}\\\\$$

That is all you can do with this.  

(3^-1x^-3y6-2)

$$\\(3^{-1}x^{-3}y^{6}-2)\\\\
=\frac{3^{-1}x^{-3}y^{6}}{1}-2\\\\
=\frac{y^{6}}{3^{+1}x^{+3}}-2\\\\
=\frac{y^{6}}{3x^{3}}-2\\\\
or\\\\
=\frac{y^{6}-6x^{3}}{3x^{3}}\\\\$$

On the web2 calc  inverse trig is arc trig

so hit 

2nd       acos      0.6283

There is a toggle button at the bottom left of the calc that so you can display in degrees or radians.