The TASTY bakery bakes two types of cakes$-$A

and B$.$ Cake A requires $20$ grams of flour, $10$

grams of sugar, and $10$ grams of butter. Cake B

requires $15$ grams of flour, $20$ grams of sugar,

and $5$ grams of butter. The bakery only has $400$The TASTY bakery bakes two types of cakes$-$A

and B$.$ Cake A requires $20$ grams of flour, $10$

grams of sugar, and $10$ grams of butter. Cake B

requires $15$ grams of flour, $20$ grams of sugar,

and $5$ grams of butter. $*$ The bakery only has $400$

grams of flour, $350$ grams of sugar, and $320$

grams of butter. The price of each cake A is $$5,$

and the price of each cake B is $$4.$ Also, keep in

mind that number of Cake $B$ has to be twice the

number of cake A$.$ Under the above

circumstances, find out how many cakes of each

type TASTY should bake to maximize

revenue. $($Possible Answer $$91)$

grams of flour, $350$ grams of sugar, and $320$

grams of butter. The price of each cake A is $$5,$

and the price of each cake B is $$4.$ Also, keep in

mind that number of Cake B has to be twice the

number of cake A$.$ Under the above

circumstances, find out how many cakes of each

type TASTY should bake to maximize revenue.

$($Possible Answer $$91)$ Use below format on Excel and solver to solve please.