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pishuonlain [190]
3 years ago
15

Find the sum of all coefficients in the following binomial expansion.

Mathematics
1 answer:
natima [27]3 years ago
7 0

Answer:

We can find the sum of all the coefficients by substituting all the variables in the expansion with one.

a. u=1,v=1

sum=(2*1+1)^{10}=3^{10}

b.u=1,v=1

sum=(2*1-1)^{10}=1

c.u=1,v=1

sum=(2*1-3*1)^{11=-1

d.u=1,v=1

sum=(1-3*1)^{11}=-2^{11

e.i=1

sum=(1+1)^{10=2^{10

f.i=1

sum=(1-1)^{10=0

g.i=1

sum=(1+1)^{200=2^{200

h.i=1

sum=(1+1)^{201}=2^{201

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Answer:

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