Tina Parker, a single mother, is $30$ years old. She has called on you for an insurance consultation. Her objective is to purchase life insurance protection for the next $10$ years while her children are growing up$.$ Tina tells you that she can afford about $$350$ per year for insurance premiums. You have suggested either a $10-$year term policy or a whole life policy.

$($a$)$ Using Table $19-1,$ rounded to the nearest thousand, how much insurance coverage $($in $$)$ can Tina purchase under each policy? Hint: Divide her annual premium allowance by the rate per $$1,000$ for each policy.

$10-$year term policy $,$$$7100$

whole life policy $,$$

$($b$)$ If she should die in the next $10$ years, how much more $($in $$)$ will her children receive under the term insurance?

$

$($c$)$ Using Table $19-3,$ if she should live beyond the $10$th year, determine her nonforfeiture options with the whole life policy.

Option $1$: Cash value $($in $ $)$

$

Option $2$: Reduced Paid$-$up Insurance $($in $ $)$

$

Option $3$: Extended Term $($Enter your answer in years and an amount of days less than $365.)$

$$ years, $$ days