Question

CAN SOMEONE SOLVE THIS?? 2(3-X)-(1-X)>1

Answer 1

just simplify the inequality further

Answer 2

remove parentheses and combine like term on the left first

Answer 3

clear or no?

Answer 4

yeah thats right

Answer 5

i cant
solve it pls to understand it pls

Answer 6

For the time being consider that inequality as an equality sign. Just consider it for solving. It is not actually an equality.

Answer 7

\[ 2(3-x)-(1-x)=2\times 3-2\times x-1+x\] is a first step

Answer 8

thnx

Answer 9

second step is
\[6-2x-1+x\] and third step is to combine like terms, giving
\[5-x\]

Answer 10

now you have
\[5-x>1\] add \(x\) to both sides, subtract \(1\) from both sides and you are finished

Answer 11

2*(3-x)=(2*3)-(2*x)
=6-2x
so the equation becomes (6-2x)-(1-x)>1
now the negative sign in between the brackets multiplies to the second set
-(1-x) becomes -1+x
so now the equation becomes
6-2x-1+x>1

Answer 12

@satellite73 is correct. So what answer do you get @IneedHelppls100 ?