It is: 15+w or w+15 as a algebraic expression
15 + w expresses the sum of 15 and w
Oh, dude, the quotient of 100 and w in algebraic expression is simply 100 divided by w. It's like when you have a hundred bucks and you wanna split it with your friend w, you just do 100 divided by w and there you have it! Easy peasy lemon squeezy.
W = j + 10
For example you have w-1 a verbal expression for that algebraic expressionwould be a number decreased by 1. Another example is x+4 would be 4 more than a number. 5c is the product of 5 and a number. h/8 is a number divided by 8.
The phrase "varies directly as" means that there is a number k such that w = k(2x - 1). From the results given for w = 9 when x = 2, 9 = k(4 - 1), or k = 3. Then when w is 15, 15 = 3(2x - 1), or 15 = 6x - 3, or 6x = 15 + 3, or x = 18/6 = 3.
It is: 15+w
15 + w expresses the sum of 15 and w
To write one tenth of w in an algebraic expression, you can use the expression (1/10)w or w/10. Both of these expressions represent dividing w by 10, which is equivalent to finding one tenth of w.
An algebraic expression for 3 groups of ( w ) is ( 3w ). This expression represents the total quantity when you have three identical groups, each containing ( w ) units. It can also be interpreted as multiplying the variable ( w ) by the coefficient 3.
5-w=
Oh, dude, the quotient of 100 and w in algebraic expression is simply 100 divided by w. It's like when you have a hundred bucks and you wanna split it with your friend w, you just do 100 divided by w and there you have it! Easy peasy lemon squeezy.
100/(6+w)
13(60 - w)
18 + w
2w - 10
The expression for 15 plus the quotient of 60 and ( w ) can be written as ( 15 + \frac{60}{w} ).
An algebraic expression is not necessarily a formula, but it can be part of one. An algebraic expression consists of variables, numbers, and operations, while a formula typically includes an equation or a rule that defines a relationship between quantities. For instance, the expression (2x + 3) is an algebraic expression, while the formula (A = l \times w) for the area of a rectangle is a specific application of algebraic expressions. Thus, while all formulas may contain algebraic expressions, not all algebraic expressions qualify as formulas.