4m squared 4 m 4 0 find the range of m

If you understand correctly, the original question is as follows:

4m)2 -4m*(-4)

Solution: The original formula is equivalent to 16m2 16m 0

i.e. 16m(m1) 0

This gives m (0,1) [this step can be solved by image or root piercing] by default m r.

Landlord? The question is not very clear.

Is it (4m) squared + 4 m 4 0

That's m m square + m 0

m is greater than -1 and less than 0

Same as ls answer.

m<-4.Finally, m squared is greater than -4mThat is, m<-4

Are you okay? Can't count?

Or is it a trick? If you want to be strict, it's all wrong.

-1,0) defaults to mr

I don't know anything. Copied.

Dizzy... m (0,1) is obviously wrong, and it's so complicated.

It should be (-1,0) default m r.

Summary. = (4m) square - 4m (3+m) how to calculate.

Hello, I am helping you to inquire about the relevant information and will reply to you immediately.

Dear, the final result is 12m 2-12m

Summary. Hello, the squared result of (-4m-2) is 16 +4+16m-4m-2).

Hello, the square result of (-4m-2) is 16 +4+16m pro, can you give a thumbs up<>

Summary. -4-m) + 2 (-4) (m)+(m) 16+8m+ m.

4-m).

4-m) of the square of the dry town (-4) + 2 (-4) (m) + (m) of the square of the cavity 16 + 8 m + m squared.

Here we use the perfect square formula, where a and b are -4 and -m, respectively

4 square meters is 4 (m) squared, and 4m square is 4m * 4m, which is 16 square tali meters!

You can draw it yourself, four meters horizontally, four meters vertically, that's sixteen square meters! That is, the square valet you said (4m difference).

4m squared, think about it, 4m squared is 4x4xmxm equals 16 times the square of m.

Write the first number of boredom in the form of real and imaginary parts:

m squared - 4m + 3) + (m squared - m) i = 2m2 - 4m + 3 + m - m2)i

Since z is the collapse number of the pure virtual cover, that is, the real part is 0, therefore

2m^2 - 4m + 3 = 0

The solution is rounded: m = 1 or m =

Therefore, the value of m is 1 or.

m^2>4

Open the root number on both sides, pay attention to the symbol.

m|>2=>m>2orm

2m squared - [-4 + (-m) spring book model hui squared] -2m pickpocket macro square + 4-m squared.

+4 for 3m squared

+4 for the square of 3 (-1).