find the product (½p³q⁶)(-2/3p⁴q)(pq² also find the value of the product if p=2q=-1
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Answer:
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Let the present age of Aftab's daughter =x years. and the present age of Aftab =y years, (y>x)
According to the given conditions, we have
Seven years ago,
(y−7)=7×(x−7)
⇒y−7=7x−49
⇒7x−y−42=0 ...(i)
Three years later,
(y+3)=3×(x+3)
⇒y+3=3x+9
⇒3x−y+6=0 ...(ii)
Thus, the algebraic relations are
7x−y−42=0,3x−y+6=0.
Now, we represent the problem graphically as below: 7x−y−42=0 ...(i)
3x−y+6=0 ...(ii)
From the graph, we find that
x=12
and y=42
Thus, the present age of Aftab's daugther =12 years and the present age of Aftab =42 years.
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Answer:
-1/3p^8q^9
Step-by-step explanation:
if p=2,q=-1
-1/3×2^8(-1)^9
-1/3×256×(-1)
256/3
85and1/3
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