7. Obtain the first three terms in the binomial expansion of ((q)/(2x) - px)^n. If the fifth ter

Name: 7. Obtain the first three terms in the binomial expansion of ((q)/(2x) - px)^n. If the fifth term is independent of x, find the value of n. With this value of n calculate the values of p and q given that the fifth term is equal to 1120, p is greater than q and p + q = 5. [I.S.C.]
Uploaded: 2023-07-20T15:53:49-08:00
Duration: 21 s
Channel: Numerade
Description: 7. Obtain the first three terms in the binomial expansion of ((q)/(2x) - px)^n. If the fifth term is independent of x, find the value of n. With this value of n calculate the values of p and q given that the fifth term is equal to 1120, p is greater than q and p + q = 5. [I.S.C.]

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