If a long rope of length
(v3 - 18y2 - 40y) m is
cut into equal ropes of
length (y + 2) m each,
find the number of
smaller ropes obtained.
Answers
Answered by
5
Answer:
y (y-20)
Step-by-step explanation:
(y3-18y2-40y)/(y+2)= y (y2-18 y-40)/(y+2)
=y(y2-20y + 2y -40)/(y+2)
=y [y(y-20) + 2 (y-20)]/(y+2)
= y (y-20)(y+2)/(y+2)
=y (y-20)
Answered by
0
Answer:
Step-by-step explanation:
(y3-18y2-40y)/(y+2)= y (y2-18 y-40)/(y+2)
=y(y2-20y + 2y -40)/(y+2)
=y [y(y-20) + 2 (y-20)]/(y+2)
= y (y-20)(y+2)/(y+2)
=y (y-20)
thnx
Similar questions