The letter y, like the letter x, can be used to symbolize an unknown quantity. If you have four times that amount you can call it 4y. These kinds of terms come up in algebraic equations. For example, 4y + 2 = 14, in which case, y = 3.
y-4x +4 is an expression, not an equation. An expression cannot have an intercept.
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There are infintely many posibilities: Any expression that contains (y-4) or a multiple of it in the denominator. Also, the following trigonometric functions: An expression that contains arcsin(x/y) where abs(x) < 4 Similarly arccos Corresponding conditions for arccosec and arcsec.
The expression "4y" represents four times the variable ( y ), while "y4" typically denotes the variable ( y ) raised to the power of 4, or ( y^4 ). In essence, "4y" is a linear expression, whereas "y4" (or ( y^4 )) is a polynomial expression. Their meanings and uses in mathematical contexts are therefore quite different.
It could be: 6x+y+4
change the algebracic expression into a word phase 18+s
y-4x +4 is an expression, not an equation. An expression cannot have an intercept.
The expression "three sevenths of y" can be written as (3/7)y. To find "4 less than three sevenths of y," you would subtract 4 from this expression, resulting in (3/7)y - 4.
6(4+y)
4(y+1)
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The expression "y - 3x + 4" is not a question, but rather a mathematical expression. It represents a combination of variables (y and x) and constants (3 and 4) connected by addition and subtraction operations. The final value of this expression will depend on the specific values assigned to the variables y and x. To simplify or evaluate this expression further, specific values for y and x would need to be provided.
To find the value of y in the expression 15y-4 = 41, you need to isolate y. Start by adding 4 to both sides of the equation to get 15y = 45. Then, divide both sides by 15 to solve for y, which equals 3. Therefore, the value of y in the expression 15y-4 when it equals 41 is 3.
There are infintely many posibilities: Any expression that contains (y-4) or a multiple of it in the denominator. Also, the following trigonometric functions: An expression that contains arcsin(x/y) where abs(x) < 4 Similarly arccos Corresponding conditions for arccosec and arcsec.
X = 4(6-y)
The expression "4y" represents four times the variable ( y ), while "y4" typically denotes the variable ( y ) raised to the power of 4, or ( y^4 ). In essence, "4y" is a linear expression, whereas "y4" (or ( y^4 )) is a polynomial expression. Their meanings and uses in mathematical contexts are therefore quite different.
It is an algebraic expression that can be simplified depending on the plus or minus value of 4