It is 18 + m.
The relationship between ( ml ) and ( L ) depends on the specific context in which they are defined. If ( m ) is a coefficient or a variable that is multiplied by ( l ), then ( ml ) could be greater than, less than, or equal to ( L ), depending on the values of ( m ) and ( l ). Without additional context or definitions for ( m ) and ( L ), it's impossible to definitively compare them.
M multiplied by 2 + 25 or 2m + 25
2m + 9
M of 6 = (6,12,18,24,30,36......) M of 9 = (9,18,27,36....) Here, CM =18,36..... Where LCM = 18 (Which is Lowest Common Multiple of 6 and 9)
0.01 m is less than 0.08 m0.01 m < 0.08 m
M-8
It is a variable which, in the given expression, can have any value you like.
Add 4 to both sides to cancel out the -4. Then m will equal 22
An independent variable is the same thing as a test variable, so it is what you are testing. If you want to find out which chocolate is more fattening, you are TESTing to see if Hershey's or M&M's. You are TESTing the chocolate (to see which is more fattening)
An algebraic expression for "6 fewer than m" can be written as ( m - 6 ). This expression indicates that you subtract 6 from the variable ( m ).
In this case, you'll have to use a variable. Variables are basically a symbol which stands for a number. Let's use the variable "m". You're searching for 58 less than a number. That is basically just "word form" for a number, or a variable, minus 58. So if we use the variable "m", the expression will be m-58. Remember that you can use any variable you want.
No CM is centimeters and M is meters. 1m= 100cm cm is A LOT smaller than m
Well, honey, the algebraic expression for "3 more than m" is simply m + 3. It ain't rocket science, just add 3 to the variable m and you've got your answer. Math doesn't have to be complicated, sugar, just keep it simple and you'll be just fine.
You can have any number of free variables. If you have m variables and n linear equations then, if m > n, you will have at least (m - n) free variables.
The manipulated variable is the independent variable, which is m in this case. This variable is deliberately changed by the experimenter to observe its effect on the dependent variable, n.
Three more than ( m ) can be expressed mathematically as ( m + 3 ). This indicates that you take the value of ( m ) and add 3 to it. For example, if ( m ) is 5, then three more than ( m ) would be 8.
Three more than ( m ) is expressed mathematically as ( m + 3 ). This means you take the value of ( m ) and add 3 to it. For example, if ( m ) is 5, then 3 more than ( m ) would be 8.