The present value to be kept aside by Sharon to have sufficient funds will be $18,419.
The current value of any sum of money, which is certain to be gained in the future over compounded interest on such investment, is known as present value. Using given information, it can be calculated as,
[tex]\rm Present\ Value= Future\ Value\ x\ \dfrac{1}{(1+r)^n}\\\\\rm Present\ Value= 26000\ x\ \dfrac{1}{(1+0.09)^4}\\\\\rm Present\ Value= \$18419[/tex]
Hence, the present value of the annuity of $26000 in 4 years has been calculated above.
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