Question

Can someone do me a favor and check my work in this assenment Please!!

Answer 1

mostly all are wrong..

Answer 2

are you serious?

Answer 3

yes

Answer 4

can you help me

Answer 5

with 1-6

Answer 6

sure.. wait

Answer 7

\[ \huge\frac{4x}{9} + \frac{x-10}{9}\]

Answer 8

this is your first problem

Answer 9

thats the problem

Answer 10

il show you how to simplify this.. rest of the 5 il let you try ok

Answer 11

here we are trying to add two "rational terms"
so we need to make the base common

Answer 12

they are all ready common

Answer 13

yup.. :)
so its easy now.. below is the process to add two rational terms:
1) make the denominators common
2) add the numerators
3) put it over the common denominator

Answer 14

\[\huge\frac{4x}{9} + \frac{x-10}{9} \]
\[ = \huge\frac{4x + x - 10}{9}\]
\[ = \huge\frac{5x - 10}{9}\]

Answer 15

we simply added the numerator terms. and kept them over denominator. thats all there to do for this problem.

lets move to second..

Answer 16

can't it be more simplified?

Answer 17

you want to take the "5" common ?

Answer 18

\[= \huge\frac{5x - 10}{9} \]
\[= \huge\frac{5(x - 2)}{9} \]

Answer 19

good observation... so now it is fully simplified :)

Answer 20

lets do second problem

Answer 21

\[\huge\frac{t^2+6t}{t-1} - \frac{7}{t-1} \]

Answer 22

lets follow our steps :
1) make the denominators common
2) add the numerators
3) put it over the common denominator

Answer 23

here also, denominators common ?

Answer 24

can u simplify.. try

Answer 25

7t^2+7/t-1?

Answer 26

sure.. ?