Prove the sum of two rational numbers is rational where a, b, c, and d are integers and b and d cannot be zero. Steps Reasons 1. a over b plus c over d Given 2. ad over bd plus cb over bd 3. ad plus cb all over bd Simplify Fill in the missing reason in the proof. Multiply to get a common denominator. Add to get a common denominator. Distribute d to all terms. Add d to all terms.
Hold onn
Haven't done this in a bit
I guess this is a warm up for you, right? If you don't know this, and I am not trying to be mean, you use Algebra in your daily life.
For example, when you go to the store and buy something, and you get change for the extra money you gave to the casher, that is a form of Algebra.
Ik
Sorry if I annoyed you. 😔
U gud
Thanks. I also fanned you so you can be one step closer to leveling up.
Hold on
I'm also helping my mom with lights
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