Part of being in love means being completely open to the other person. If you find yourself seeing a whole different side that the person doesn't show the public, then that may be love. For instance, if your partner is pretty serious or polite in public, but shows a more goofy and silly side when you're alone, then they are really opening up to you and loves you. If the person shares their deepest emotions with you and is comfortable with it, then that could be love. If the person is comfortable not looking perfect, tripping, or having food stuck in their teeth around you, that means they are okay if you see every side of them. This should be true even during a bad day. If your loved one has had a very bad day but lights up when they see you, then that's a sign of love. If they are in love with you, then the sight of you or the sound of your voice is guaranteed to make them feel better if only a little bit. The next time they're grumpy or have a bad day, see how they react in your presence. Though this may be silly, check out your loved one's face the next time you see them. Do they look at you in a goofy, watery, silly and adorable way that can only be described as "googly-eyed"? You will know it when you see it. You won't get this look all the time you can spot it in the morning, or randomly across the dinner table. You may also be able to catch the person staring at you with the same expression. Love makes people feel giddy, weightless, and like laughing for no reason at all. If you see the person acting this way in your presence, then this may be love. Does your loved one seem hyper, excited, and on the verge of laughing for almost no reason at all whenever they are around you? If so, then this may be love. If you've said something barely funny and the person cracks up, then they may be lovesick. If the person shows nervous energy or fidgets around a lot around you, then they may just be excited by your presence. If you are suffering unbelievable emotional pain or are just bummed because you have the flu, then this should rub off on the person who loves you. If they truly love you, then they'll absorb some of your negative emotions and will be very upset because they'll want you to feel better as soon as you can. Though they don't have to be as upset as you are, the person should clearly be affected by your mood because all they want is for you to be happy.
++++++++++
One-sentence summary -- See if the person can act naturally around you. Gauge if the person is happy to be around you. Notice if the person gives you googly eyes. See if the person is giddy around you. Ask yourself if the person is upset when you are.

When talking to someone who believes in God, don't spend the entire conversation waiting to argue your point of view. Instead, be present for the conversation by listening actively and constructively. When someone tells you something, paraphrase what they just said to show you understand. Ask questions to move the conversation forward, instead of letting it stall out. Be empathetic and acknowledge the other person's feelings. Sometimes, different people have different definitions of what God actually is. Before you engage in a conversation with someone who believes in God, make sure you're both defining God in the same way. Ask the person you're talking with to clarify what their God entails before getting into a theological discussion. Check in at different points in the conversation to make sure you're still on the same page. This will prevent you from arguing over one another. Regardless of how persuasive your argument is, the person you're talking with is probably not going to leave the conversation an atheist. Treat your conversation like a religious exploration and you may both leave having learned something new. Ask questions that challenge your partner's beliefs, but do so because you're interested, not because you're trying to trip them up. If the other person makes a good point, tell them. Learning about God should not be a competition.
++++++++++
One-sentence summary -- Practice active listening. Make sure you're both defining God the same way. Have a collaborative conversation, not a confrontation.

As is true of any ratio, an algebraic ratio compares two quantities, although in this case variables (letters) have been introduced into one or both terms. You will need to simplify numerical terms (as shown above) as well as any variables when finding a ratio's simplified form. Example: 18x2:72x{\displaystyle 18x^{2}:72x} Remember that factors can be whole numbers which divide evenly into a given quantity. Look at the numerical values in both terms of the ratio. Write out all factors for both numerical terms in separate lists. Example: To solve this problem, you will need to find the factors of 18 and 72. The factors of 18 are: 1, 2, 3, 6, 9, 18 The factors of 72 are: 1, 2, 3, 4, 6, 8, 9, 12, 18, 24, 36, 72 Go through both factor lists and circle, underline, or otherwise identify all of the factors shared by both lists. From this new selection of numbers, identify the highest number. This value is the greatest factor common to both of the numerical terms. Note, however, that this value represents only part of the greatest common factor within the ratio. (We still have the variables to deal with.) Example: Both 18 and 72 share several factors: 1, 2, 3, 6, 9, and 18. Of these factors, 18 is the greatest. You should be able to evenly divide both numerical terms by the GCF. Do so now, and write down the whole numbers that you get as a result. These numbers will be part of the final simplified ratio. Example: Both 18 and 72 are now divided by the factor 18. 1818=1{\displaystyle {
rac {18}{18}}=1} 7218=4{\displaystyle {
rac {72}{18}}=4} Look at the variable in both terms of the ratio. If the same variable appears in both terms, it can be factored out. If there are exponents (powers) applied to the variable in both terms, deal with them now. If the exponents are the same in both terms, they cancel each other completely. If the exponents are not the same, subtract the smaller exponent from the larger. This completely cancels the variable with the smaller exponent and leaves the other variable with a diminished exponent. Understand that by subtracting one power from the other, you are essentially dividing the larger variable amount by the smaller one. Example: When examined separately, the ratio of variables was: x2:x{\displaystyle x^{2}:x} You can factor out an x{\displaystyle x} from both terms. The power of the first x{\displaystyle x} is 2, and the power of the second x{\displaystyle x} is 1. As such, one x{\displaystyle x} can be factored out from both terms. The first term will be left with one x{\displaystyle x}, and the second term will be left with no x{\displaystyle x}. x(x:1){\displaystyle x(x:1)} x:1{\displaystyle x:1} Combine the GCF of the numerical values with the GCF of the variables to find the full GCF. This GCF is the term that must be factored out of both terms of the ratio. Example: The greatest common factor in this example is 18x{\displaystyle 18x}. 18x(x:4){\displaystyle 18x\cdot (x:4)} After you remove the GCF, the remaining ratio is the simplified form of the original ratio. This new ratio is proportionally equivalent to the original ratio. Note again that the two terms of the final ratio must not share any common factors (except 1). Example: x:4{\displaystyle x:4}
++++++++++
One-sentence summary --
Look at the ratio. Factor both terms. Find the greatest common factor. Divide both sides by the greatest common factor. Factor out the variable if possible. Note all of the greatest common factor. Write the simplified ratio.