A store sells grapes for $1.99 per pound, strawberries for $2.50 per pound, and pineapples for
$2.99 each. Jonathan has $25 to buy fruit.
He plans to buy 2 more pounds of strawberries than grapes. He also plans to buy 2 pineapples.

The maximum number of whole pounds of grapes bought by Jonathan is 3 pounds.What is meant  by the term inequality?In mathematics, "inequality" describes the connection between two factors or values that aren't equal to one another.You can cross inequalities when they are connected. A will therefore be greater than c if an is larger than b and b is larger than c.For the given question;The rate of grapes =  $1.99 per poundThe rate of strawberries =  $2.50 per poundThe rate of pineapples =  $2.99 per poundLet x be the number of pounds of grapes.strawberries = x + 2Total price paid by Jonathan = $25Thus, the inequality becomes. 2(2.99) + 1.99x + 2.50(x + 2) ≤ 25Solve the inequality to find the pounds of grapes.5.98 + 1.99x + 2.5(x + 2) ≤ 25x ≤ 3.11x = 3Thus, the maximum number of whole pounds of grapes bought by Jonathan is 3 pounds.To know more about the inequality, herehttps://brainly.com/question/25275758#SPJ13The complete question is-A store sells grapes for $1.99 per pound, strawberries for $2.50 per pound, and pineapples for$2.99 each. Jonathan has $25 to buy fruit.He plans to buy 2 more pounds of strawberries than grapes. He also plans to buy 2 pineapples.If x represents the number of pounds of grapes, write an inequality in one variable that models thisscenario.Determine algebraically the maximum number of whole pounds of grapes he can buy.