rfghfguif
This is also written as: 399j - 187
It's an algebraic expression that can be simplified to: j-128
The expression 3.09(j plus 4.6) is a mathematical expression that cannot be simplified further until the value of j is known. Without knowing the value of j, we cannot evaluate or simplify the expression any further.
"J minus 3" and "the difference of j and 3.
rfghfguif
This is also written as: 399j - 187
V/2 + 4
The algebraic expression for "65 less than j" can be represented as j - 65. This expression indicates that you are subtracting 65 from the variable j. It is important to note the order of subtraction in algebraic expressions to ensure accuracy in calculations.
It's an algebraic expression that can be simplified to: j-128
{(J/4)-8}<4 if j<48
four more than j or j+4 or j--4 or 2j+(4-j) or (0.0j + 0.04) *100 BOGIF buy one get infinity free
It's just like solving algebra: [(J/4)-8] < (4) (J/4) < (12) (J) < (12*3) J < 48 The inequality is true when J is less than 48.
Kenny has 3 more apples than Jenny. If Jenny has j apples, write an expression to how man apples Kenny has
W = j + 10
The expression 3.09(j plus 4.6) is a mathematical expression that cannot be simplified further until the value of j is known. Without knowing the value of j, we cannot evaluate or simplify the expression any further.
E = Total Ezra collected. C = Cans collected. B = Bottles collected. J = Jars collected. Therefore, E = C + B + J. E = 20 = C + B + J. (Ezra collected 20 items in all) J = B + 2 (He collected 2 fewer bottles than jars) C = B + 6 (He collected 6 more cans than bottles) Substituting into the equation we now have: 20 = (B + 6) + B + (B + 2). 20 = 3B + 8. 12 = 3B. B = 4. (Bottles collected) Substitute B (bottles collected) into the equations for J (jars) and C (cans): J = 4 + 2 = 6 (Jars collected). C = 4 + 6 = 10 (cans collected). Therefore Ezra collected 4 bottles, 6 jars, and 10 cans.