please help

all i did was x+5=0
subtract 5 from both sides and get x=-5

Question

please help

all i did was x+5=0
subtract 5 from both sides and get x=-5

pphalke · Answer

attachment

pphalke · Answer

@jhonyy9 @baru @ace-n-it

jhonyy9 · Answer

y<x+5

latinc · Answer

stop do you know the difference between an inequality line and an equal line

jhonyy9 · Answer

you have got x=-5 for y=0

jhonyy9 · Answer

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jhonyy9 · Answer

do you know this table how can using it ?

pphalke · Answer

@latinC yes a little bit and why is something wrong? i thought x=-5

jhonyy9 · Answer

x=-5 is right bc. than will be y=0

pphalke · Answer

then what do i do @latinC

latinc · Answer

remember this y = mx + b

latinc · Answer

5 is your b value and the start of your line

latinc · Answer

since x doesn't have any numbers we know that you have a slop of 1x

latinc · Answer

so plot your first point at (0,5)

pphalke · Answer

what are the pairs isnt it like (0,-5) and (5,0)??

scooby6363 · Answer

Alright I am going to put this again:

Just draw a slope as you normally would with the y-intercept being 5. The slope given to you is one. 

Since the symbol is Less than and NOT equal to, draw the line you used to graph the slope as a dotted line. In equalities you are going to have to shade n a portion of a graph depending on the sign that is given to you. If it is a less than sign you shade everything under the line while it is a greater than sign you shade in everything that is above the line however you will draw a dotted line for both. In an inequality where it is either less than or equal to/greater than or equal to you may draw a solid line.

In this inequality, since the symbol is less than everything below the line drawn should be shaded in.

pphalke · Answer

so i draw a line firs at (0,5) and then (5,0) ??

mathmale · Answer

If those are points on the line, then yes.  Make it a dashed line, NOT a solid line, to reflect the inequality symbol.

pphalke · Answer

i tried that and even opposite both are wrong

latinc · Answer

your slop is positive meaning its going up not down, so (5,0) is wrong for it being a point on the line.

pphalke · Answer

so  i would do (0,5) first and then...

pphalke · Answer

@latinC

latinc · Answer

so you have a slope of one so 1 in the x value and 1 in the y value would be (5+1, 0+1) for your new point