In algebra, the expression -8ab represents the product of -8, a variable a, and a variable b. The coefficient -8 is a constant factor, while the variables a and b are placeholders for unknown values. When multiplying these terms together, you would multiply the coefficients (-8) and the variables (a and b) separately to get the final result.
The expression "12ab 8ab 5ab" appears to be a series of terms that can be combined. When you add them together, you get (12 + 8 + 5)ab, which simplifies to 25ab. Thus, the simplified expression is 25ab.
The expression ( 7a \cdot 2b - 2a \cdot 3b ) can be simplified by first multiplying the coefficients and then combining like terms. This results in ( 14ab - 6ab ). Subtracting the two terms gives ( 8ab ). Therefore, the simplified form of the expression is ( 8ab ).
8ab + 3bc - 12 is an expression. It is neither an equation nor an inequality and, therefore, there can be no answer.
8ab/4c^7=2ab/c^7
What integers add to -8 and multiply to 15? Sounds like -3 and -5, so: (a - 3b)(a - 5b)
6a to the second power minus 8ab + 2a
6a squared-8ab+2a factor completely and check mentally
8ab
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2a(3a - 4b + 1)
Provided multiplication is commutative, it is 8ab.
The expression "12ab 8ab 5ab" appears to be a series of terms that can be combined. When you add them together, you get (12 + 8 + 5)ab, which simplifies to 25ab. Thus, the simplified expression is 25ab.
6a2 - 8ab + 2aas you can see a is common to all terms. And 2 is a factor of 6,8, and 2. So 2a is a factor of all three terms:2a(3a-4b+1)
To factorize the expression 7a^2 - 8ab, you need to find the greatest common factor of the two terms. In this case, the common factor is a. So, you can factor out an 'a' to get a(7a - 8b) as the factored form of the expression. This means that 7a^2 - 8ab can be simplified as a multiplied by the quantity (7a - 8b).
That factors to 4(a - b)(a + 3b)
The expression ( 7a \cdot 2b - 2a \cdot 3b ) can be simplified by first multiplying the coefficients and then combining like terms. This results in ( 14ab - 6ab ). Subtracting the two terms gives ( 8ab ). Therefore, the simplified form of the expression is ( 8ab ).