5
In algebra, the expression "b - 5" represents the subtraction of 5 from the variable b. This means you are taking away 5 units from the value of b. The result will depend on the specific value of b. For example, if b = 10, then b - 5 would equal 5.
(b+5)
5+b
a( 10 ) - b( 5 ) = 5 ?
5........is this really a question? when b=5, then b=5
b≥5 or b>=5
When you divide a number b by 5, you are essentially splitting b into 5 equal parts. Mathematically, this can be represented as b รท 5. The result of this division will depend on the value of b. If b is a multiple of 5, the result will be a whole number; otherwise, it will be a decimal or fraction.
5
In algebra, the expression "b - 5" represents the subtraction of 5 from the variable b. This means you are taking away 5 units from the value of b. The result will depend on the specific value of b. For example, if b = 10, then b - 5 would equal 5.
(b+5)
5+b
a( 10 ) - b( 5 ) = 5 ?
If -5 + b = 3, then b = 8.
b/5 = 31 Therefore, b = 31 x 5 b = 155
The difference between A and B is typically calculated as A minus B, which represents the result of subtracting B from A. This is consistent with the convention of subtracting the smaller value from the larger value to determine the numerical difference between two quantities. Therefore, the correct expression for the difference between A and B is A - B.
It is B+a+5