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Use the same properties as an equation, the difference is the answer

Im confuse with this problem can u explain how too do this problem please

ok

thanks for helping me with this..

first you subtract -3 both sides

so i - 3 from 4x and 3

this way 4x + 3 - 3 < 35 -3

then you have 4x < 32

4x<32

x=8

yeah good then you dont need 4 there

excellent

x<8

that means all the numbers before 8
..................

how would you write x<8 in interval notation

on equations the answer is one number
on inequalities the answers are many numbers

|dw:1353884676497:dw|

thats how you write x<8 in interval notation above

yes thats the interval

It was a pleasure to help you

thank you so much

can i write it like this (-\[(\infty;8) or <\infty;8>\]

Yeah both are correct, just add (-) sign before the infinite symbol

do i hve too hve a - in there