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(rs)(4) =
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(rs)(4) = 8 if r(x) = 2√x and s(x)= √x
Given:
- r(x) = 2√x
- s(x)= √x
To Find
- (rs)(4)
Solution
(fg)(x) = f(x).g(x)
Step 1:
Find (rs)(x )
(rs)(x) = r(x).s(x)
Step 2:
Substitute r(x) = 2√x and s(x)= √x and simplify
(rs)(x) =2√x . √x
(rs)(x) =2x
Step 3:
Substitute x = 4
(rs) (4) = 2(4)
(rs)(4) = 8
Hence (rs)(4) = 8 if r(x) = 2√x and s(x)= √x
(Your Question is incomplete , complete Question is r(x) = 2√x , s(x)= √x and to find (rs)(4) )
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