algebraic+fractions

On this page, I will talk about how to solve algebraic fractions. Hopefully, you'll understand how to do algebraic fractions easily.

Stuff you need to know to do this

1. Addition 2. The technique to add fractions 3. Subtracting 4. The technique to subtract fractions 5. Multiplication 6. The Multiplication technique for fractions 7. Simplify Exponent Problems 8. Multiply Exponent Problems

Ex. Let us do (58a)/100+(59a)/100=.... Well, take out the 2 a's of the problem so it'll look like 58/100+59/100=.... Then do some addition on the numerator. 58+59= 117 so the fraction is 117/100. then add the a's. So it is 117a/100. Don't simplify because it'll be kinda confusing. So now you know how to hopefully add simple algebraic fractions. Now to make sure, do these. P.S. subtracting is the same thing.

1. (42a)/20+ (92a)/100= 2. (69a)/220-(13a)/440= 3. (46a)/890+ (32a)/445= 4. (122a)/200+ (81a)/200+ (1a)/200= Bonus: (423ab)/1000a-(234a/1000a=

Now, I'll talk about how to multiply fractions. Let us do this problem. Ex: (2a)/7*(12a)/7= Let us get rid of the a's. So it'll look like (2)/7*(12)/7. Next, we'll do the the technique of solving multiplying fractions easily. So now, if you do the technique of solving multiplication fractions, it'll look like (24)/47. Now we add in the a's. (24a)/47. Now you got the answer and hopefully know how to multiply simple algebraic fractions. Now to make sure, do these problems.

1. (92a)/100*(45a)/72= 2. (76a)/23*(32a)/123= 3. (90a)/234*(12a)/111*(34a)/64= 4. (889a)/1234*(342a)/435= Bonus:(231ase)/100a*(312ase)/75a=

After that, you'll know how to do this problem 2a(sq.)/10*42a(sq.)/100= First, take out the a's. So it'll look like 2(sq.)/10*42(sq.)/100= Now, do the multiplication on the denominator and the numerator so it'll look like 84(sp.)/1000 Now add the a's so it'll look like 84a(sq.)/1000. Now, hopefully, you know how to multiply algebraic fractions with squares and cubes. Now do these problems

1. 49a(sq.)/53*1a(sq.)/43.2= 2. 68h(cu.)/1.1*45a(cu.)/2= 3. 56y(sq.)/8*23y(sq.)/9.2= 4. 63o(cu.)/56*23o(cu.)/34= Bonus: 342a(sq.)/89as*12ase(cu.)/24aus=

Now, you know how to do this. 2a(sq)+5a(sq)/52a+42a(sq)-10a(sq)/52a Now, take the a's out so it'll look like 2(sq)+5(sq)/52+42(sq)-10(sq)/52= Now, do what the numerator part. 29/52+1664/52= Now do the adding. 1693/52. Now add the a's. 1693a/52a. You got the answer. Now, hopefully, you know how to do that. Now to make sure, do these.

1. 35a+213a/1000+59a+23a/24+24= 2. (2a(sq)+100a)2444+74a(sq)+321a/2444= 3. (32a(cu)-213a)1111-(213a(cu)+234a)/1111+(42a(sq)-34a)/1111= Bonus: 632aws(sq)/123aew*53awe(sq)/43a=

That is pretty much you'll get into algebraic fractions in this school. I hope you had fun learning this.