In today's notes, we learned how to multiply rational expressions. First you multiply the numerators and the denominators. Then you look to see if anything can be factored. From there you simplify.
In todays notes we learned about quotients of rational equations.
What you do is take the first fraction and rewrite it then make a multiplication sign and flip flop the other fraction. Next you cross divide the fractions. Then simplify if neccasry. EX: 9a^4 % 9a^2 7 14 = 9a^4 x 14 7 9a^2 when you divide 9a by 9a it equals 1. then a^4 by a^2 which makes the top a equal a^2n Next 7 divided 7 equals 1 and 14 divided 7 equals 2 so the answer to the problem is 2a^2
Today, we learned about quotients of rational expressions. The first step is to "skip, change, flip." Make the problem multiplication, by flipping the numerator and denominator for the second fraction. Check if you can factor anything, numerals or variables. Then, simplify.
3 comments:
In today's notes, we learned how to multiply rational expressions. First you multiply the numerators and the denominators. Then you look to see if anything can be factored. From there you simplify.
Brett S.
period 4
In todays notes we learned
about quotients of rational equations.
What you do is take the first fraction and rewrite it then make a multiplication sign and flip flop the other fraction.
Next you cross divide the fractions. Then simplify if neccasry.
EX: 9a^4 % 9a^2
7 14
=
9a^4 x 14
7 9a^2
when you divide 9a by 9a it equals 1. then a^4 by a^2 which makes the top a equal a^2n Next 7 divided 7 equals 1 and 14 divided 7 equals 2 so the answer to the problem is 2a^2
Owen G.
period 5
Today, we learned about quotients of rational expressions. The first step is to "skip, change, flip." Make the problem multiplication, by flipping the numerator and denominator for the second fraction. Check if you can factor anything, numerals or variables. Then, simplify.
kylie a.
per.3
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