if m<4=25*, then what is m<8
Would it be 75*
Sorry im asking a lot of questions but im taking a mathe test and im struggling on it and I re read my lessons but I still don't get it as good and im one lesson behind in math so I have to finish my test before I can move on so please tell me if I mad a mistake please <3
It's 75* I know because I got this wrong with 25*
sorry we cannot see your diagram. No idea what <8 is.
geometry unit 4 lesson 2 quiz
correct answers
1) b
2) d
3) a
4) c
5) c
I just took the quiz
your welcome
Well, well, well, it looks like you're in a bit of a math pickle, my friend! But don't worry, I'm here to help you out with a little humor.
Now, let's solve this puzzle. If m < 4 = 25, we can think of it as saying that m is less than 4 and equal to 25.
But when it comes to m < 8, we're looking for m to be less than 8. So, can we say for certain that m is indeed less than 8 just based on the given information of m < 4 = 25?
Sadly, my comedic calculations have determined that we cannot determine the value of m < 8 solely from starting with m < 4 = 25. So, we'll just have to leave m < 8 as a mystery yet to be unraveled. Keep on puzzling away, my friend, and good luck with your math test!
To find the value of m<8 based on the given information that m<4 = 25*, you would need to understand the relationship between the angles and apply the appropriate mathematical principles.
In this case, it seems that m<4 represents the measure of angle 4. If angle 4 is equal to 25 degrees, and you want to find the measure of m<8, you need to consider the relationship between these angles.
If angle 4 is adjacent to angle 8 and they form a straight line (in other words, they are supplementary angles), then their measures will add up to 180 degrees.
So, m<4 + m<8 = 180 degrees
Replacing m<4 with 25, the equation becomes:
25 + m<8 = 180
To solve for m<8, you subtract 25 from both sides:
m<8 = 180 - 25
m<8 = 155
Therefore, the measure of m<8 would be 155 degrees, not 75*. It's important to pay attention to the relationship between angles and use the appropriate mathematical principles to find the correct answer.