Advertisements
Advertisements
Question
Subtract:
3t4 – 4t3 + 2t2 – 6t + 6 from – 4t4 + 8t3 – 4t2 – 2t + 11
Solution
We have,
3t4 – 4t3 + 2t2 – 6t + 6 and – 4t4 + 8t3 – 4t2 – 2t + 11
The required difference is given by (– 4t4 + 8t3 – 4t2 – 2t + 11) – (3t4 – 4t3 + 2t2 – 6t + 6)
= – 4t4 + 8t3 – 4t2 – 2t + 11 – 3t4 + 4t3 – 2t2 + 6t – 6
= (– 4t4 – 3t4) + (8t3 + 4t3) + (– 4t2 – 2t2) + (–2t + 6t) + (11 – 6) ...[Grouping like terms]
= –7t4 + 12t3 – 6t2 + 4t + 5
APPEARS IN
RELATED QUESTIONS
Subtract the second expression from the first.
(14x2 + 8xy + 3y2); (26x2 − 8xy − 17y2)
Solve the following equation.
5m − 4 = 1
Subtract: −2(xy)2 (y3 + 7x2y + 5) from 5y2 (x2y3 – 2x4y + 10x2)
If we subtract –3x2y2 from x2y2, then we get ______.
Multiply the following:
(pq – 2r), (pq – 2r)
Subtracting a term from a given expression is the same as adding its additive inverse to the given expression.
Subtract the following expressions:
x3y2 + 3x2y2 – 7xy3 from x4 + y4 + 3x2y2 – xy3
Subtract the following expressions:
2(ab + bc + ca) from –ab – bc – ca
If P = –(x – 2), Q = –2(y + 1) and R = –x + 2y, find a, when P + Q + R = ax.
Subtract the sum of 12ab – 10b2 – 18a2 and 9ab + 12b2 + 14a2 from the sum of ab + 2b2 and 3b2 – a2.