Question

Please help find the Factors of m2-7m+12

Answer 1

The factors of the given equation are (m-3)(m-4).

Given,

A quadratic equation m²-7m+12.

To Find,

The factors of this equation.

Solution,

The given quadratic equation is

m²-7m+12

Using the middle-term splitting method

m²-7m+12

Splitting the middle -7m terms as -3m-4m.

m²-3m-4m+12

m(m-3)-4(m-3)

(m-3)(m-4)

The factorized form the equation m²-7m+12 is (m-3)(m-4).

Hence, the factors of the given equation are (m-3)(m-4).

#SPJ2

Answer 2

Answer:

(m - 3) (m - 4)

Step-by-step explanation:

Given equation is $m^{2}$ - 7m +12

$m^{2}$ - 7m +12 = $m^{2}$ - 3m -4m +12

                     = m(m-3) -4(m-3)

                     = (m - 3) (m - 4)

∴The factors of $m^{2}$ - 7m +12 are  (m - 3) and (m - 4)

The project code is #SPJ2.