The value of x^p/x^p + x^q + 1/x^p-q+1
Answers
Answered by
0
Answer:
x
q−r
)
qr
1
×(x
r−p
)
rp
1
×(x
p−q
)
pq
1
=x
qr
q−r
×x
rp
r−p
×x
pq
p−q
On adding all the powers of x, we get
⇒x
(
qr
q−r
+
rp
r−p
+
pq
p−q
)
=x
pqr
p(q−r)+q(r−p)+r(p−q)
=x
pqr
0
=1
Answered by
4
Answer:
The value of lim_(x to1)(p, (1-x^p)-q,(1-x^q)),p ,q , in N , equal (a)(p+q),2 (b) (p q), 2 (c) (p-q),2 (d) sqrt(p,q)
Step-by-step explanation:
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