Question

(m-4)(m+6) solve the example

Answer 1

$\huge \bf{hello}$

REFER THE ATTACHMENT....

$\underline{step \: by \: step \: explanation..}$

▪️First ... in order to multiply two algebraic expressions we will take each term of the first expression and multiply with the while second expression

▪️ During Multiplication We have to be very careful with signs....

▪️Just Remember :

$\bold{same \: signs = add \: plus \: sign}$
$\bold{opposite \: signs = \: add \: minus \: sign}$


Keep These points in your mind while performing sums related to this topic

✍️If you have any further doubts u can ask me...

Be Brainly ...
Have a great day ahead ❤️ ❤️

Answer 2

Solution:

We cannot solve it , because it is not an equation.

But we can find the product by

using algebraic identity:

/* (x+a)(x+b) = x²+(a+b)x+ab */

Here ,

(m-4)(m+6)

= [m+(-4)](m+6)

= m²+(-4+6)m+(-4)6

= m²+2m-24

Therefore,

(m-4)(m+6)=m²+2m-24

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