Please help me to understand and solve these!
@mathmate can you able to help me with this?
DId you work out the solutions to each of the inequalities?
I didnt understand completely those problem, thats y
Solve them as equations, and since they are <, so you need any answer that is smaller the equality.
I cant really get it how to do it, but i did somehow, where i got half n half write. I need to understand whole n how to find the rite answer
The questions are all inequalities. Say you solve the first one as an equality: -2(1+z)+5z+5<11 -2-2z+4z+5<11 2z<11-3=8, or z<4 So any of the answers will fit for #1. Now proceed with #2, #3, #4 and try to move a,b,c,d around so that ALL the inequalities are satisfied.
cqn you wait, cuz i m gonna show you those.
First one will fit on which one, would it be 2
Because they are not equations, but inequalities, you are better of doing all 4 of them before fitting anything. For example, all the answers a,b,c,d will fit in the first. So you don't know which one to choose until you have all 4 inequalities solved.
Note: inequalities have multiple answers.
So but i want to how will i get this answer matching correct answer
Of all of them
Let say if you have a set of answers 1,3,5,7 and solutions to equations which are x<2,x<6,x<8,x<4 Then your choice would be to fit 1<2, 5<6, 7<8,3<4, or else you would have one left over such as: 1<2,3<6,5<8, but 7>4 will not work. That's why you need to work out all four before you can match.
Ok so, -2 (1 + z) +4z +5 <11 -2 + -2z + 4z + 5 <11 -2 + 2z + 5<11 so does it mean 2 will match or no?
You have to solve it completely, -2+2z+5<11 2z+3<11 2z<8 z<4 Now you still have to solve the other three before you can start matching.
that 2 match with this one right?
All four answers will match with this one. If you want to take a chance, choose the highest number that will match. But I suggest you work out ALL 4 inequalities, then match. That will be much more sure.
all four will match, because 3<4 -3<4 2<4 0<4 . That is why I suggest you work out all four inequalities before matching.
All does not matched up, thats y, i m asking, how will i figure out all this
If you want, you can pick 2<4. If you choose now, the rest may or may not work.
1. Solve all FOUR inequalities, so you have 4 inequalities in hand, such as z<4 z< ? z< ? z< ? 2. Match the 4 given answers so that EVERY inequality works.
Second will be -3, am i right?
I'm afraid not. You have a problem with the sign.
...unless you mean -z>-3
I was saying according that table which i showed
So it suppose to match up with b -3
right?
Inequalities are not equations. Solutions must remain inequalities. So the second one must be given in the form z<-3, or z>3, or z<3. -3 would not be the solution to an inequality. Can you show your work?
ok
3z - 5z +10 - 8 <6
3z - 5z +10 - 8 does not look right. Can you check?
2z + 10 - 8 <6 so if this be 2, then other was not 2
I cant really know how to do these all
Problems seems really confusing to me
3z - 5z +10 - 8 <6 is inorrect. it should be +5z and -10. How did you get the signs reversed?
Or written in full 3z+5z-10-8<6
so your saying it would match up with 3, right?
Thats how we find the 3
You are going to far with matching. You need to solve ALL 4 inequalities before you can match. the answer to the second is then....?
I mean the \(solution\) to the second inequality is then....?
I dont get at all how to last four, thats y i put their answer by guess, i m sure those last two were wrong but there is two matching which i gave, it was correct
If you don't need all four correct, that's ok. Go ahead and do it your way. I have no problem with that. Good luck with your guesses. :)
In mathematics, you are allowed to guess, but you also need a way to check your answer. If you cannot do both, then, sorry, guessing is not the right way.
Thank you but all i wanted to know how to solve these, i havent done all by guess just two one which mite, but um not sure abt how to solve it to find exact answer to match. I just want to be clear abt all this
I m not getting to find all of it exact answer
I repeat: 1. Solve ALL four inequalities in the form z<4 z<3 z< ? z< / 2. THEN match the inequalities with the 4 given answers to make sure ALL inequalities are satisfied. I am still waiting for the solution to the second inequality after I have done the first one. If you have problems solving inequalities, that's where you need to work on.
3z - 10 + 5z - 8 <6 3z + 5z + 10 - 8 <6 8z + 2<6
8z + 2 - 2 <6 8z <6
it will be a 0?
No
Please help!
I dont understand how to solve all this
@CalebBeavers help me please
@phi
Thank you so much for helping tolerating pain like me, i m sorry so for trouble. I really appreciate your help @mathmate, thanks alot! :)
This one @experimentX
first of all simplify the left side. Can you simplify \[ -2(1+z) + 4z + 5\]
-2z + -2z + 4z +5 4z +4z +5 8z +5
isnt it?
nope!!
\[ -2(1+z) = (-2) \times 1 + (-2) \times z = ?\]
-2 +2z = -2 (-2) X z = -2 + 2z = -4 X z I m stuck :( sorry
-2
\[ -2 \times z = ?\]
-2z
-2 + (-2z)= ?
4z?
no ... you cannot add like that.
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