Math, asked by abrozehra11, 5 months ago

find the continued product of :
m+ 1,m-2,m+3​

Answers

Answered by atharvatorase
2

Answer:

hola user

(msquare-2m+m-2(m+3)

(msquare-2m-2(m+3)

m cube-m square-2m+3m square-3m-6

m cube+2m square

Answered by Thinkab13
4

Question -

find the continued product of :

m+ 1,m-2,m+3

Answer -

 \sf{(m+1)} × \sf{(m-2)} × \sf{(m+3)}

 \sf{m(m-2)}+1(m-2) × \sf{(m+3)}

 \sf{m^2-2m+m-2} × \sf{(m+3)}

 \sf{(m^2-m-2)} × \sf{(m+3)}

 \sf{m(m^2-m-2)+3(m^2-m-2)}

 \sf{m^3-m^2-2m+3m^2-3m-6}

 \sf{m^3+2m^2-5m-6}

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