Question

find the product (b - 6)( b - 8)​

Answer 1

Answer:

Step-by-step explanation:

( b - 6 ) ( b - 8 )

= b (b - 8) - 6 (b -8)

= b² - 8b - ( 6b - 48)

= b² - 8b - 6b + 48 ( ∵ - × + = - , - × - = + )

= b² - 14b + 48 is the answer. ( ∵ adding : - 8b - 6b = - 14b )

Answer 2

Given: $(b - 6)( b - 8)$

We have to find the product of the above equation.

By using the multiplication property, we are solving the above equation.

• As we know that the multiplication is a method to get the product by multiplying two or more values.
• Multiplication is denoted by the symbol(x).

There are six properties of multiplication is given below:-

• Closure property of multiplication
• Commutative property of multiplication
• Associative property of multiplication
• Distributive property of multiplication over addition
• Identity property of multiplication
• Zero property of multiplication

We are solving in the following way:

We have,

$(b - 6)( b - 8)$

$\Rightarrow b^{2} -8b-6b+48\\\Rightarrow b^{2} -14b+48$

Hence, the product of the above equation is$b^{2} -14b+48$.