1/x+1/x+h =1*(x+h)/x(x+h)+1*x/x(x+h) =2x+h/x(x+h)
You bring to a common denominator and the numerator and denominator oversimplifying: x 1 + x + h 1 = x ( x + h ) 1 ∗ ( x + h ) + x ( x + h ) 1 ∗ x = x ( x + h ) 2 x + h
The expression x 1 + x + h 1 can be simplified to x ( x + h ) 2 x + h by finding a common denominator and combining the fractions. This process involves rewriting each fraction to have the same denominator and then adding them together. The final result is a single fraction that represents the sum of the two original fractions.
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Rp 3,419.85- (Tiga ribu empat ratus sembilan belas koma delapan lima rupiah)