Linear system word problems practice

At a cafe, burgers cost $b$ dollars each and fries cost $f$ dollars each. One order of $4$ burgers and $3$ orders of fries cost $\text{\char36}30$. Another order of $2$ burgers and $5$ orders of fries cost $\text{\char36}22$. What is the price of one order of fries?

A snack bar sells large drinks for $L$ dollars each and small drinks for $S$ dollars each. One purchase of $2$ large drinks and $3$ small drinks cost $\text{\char36}19$. Another purchase of $4$ large drinks and $1$ small drink cost $\text{\char36}23$. What is the price of one small drink?

A garden store sells large planters for $L$ dollars each and small planters for $S$ dollars each. One customer bought $2$ large planters and $3$ small planters for $\text{\char36}54$. Another customer bought $1$ large planter and $5$ small planters for $\text{\char36}55$. What is the price of one small planter?

At a fruit stand, apples cost $a$ dollars per pound and oranges cost $o$ dollars per pound. One customer bought $4$ pounds of apples and $2$ pounds of oranges for $\text{\char36}14$. Another customer bought $2$ pounds of apples and $5$ pounds of oranges for $\text{\char36}19$. What is the price of one pound of oranges?

A bakery sells muffins for $m$ dollars each and cookies for $c$ dollars each. One customer bought $3$ muffins and $5$ cookies for $\text{\char36}22$. Another customer bought $2$ muffins and $2$ cookies for $\text{\char36}12$. What is the price of one muffin?

A camp sells senior passes for $s$ dollars each and junior passes for $j$ dollars each. One group bought $2$ senior passes and $4$ junior passes for $\text{\char36}50$. Another group bought $3$ senior passes and $1$ junior pass for $\text{\char36}40$. What is the price of one junior pass?

A print shop charges $c$ dollars per color copy and $b$ dollars per black-and-white copy. One order of $5$ color copies and $2$ black-and-white copies cost $\text{\char36}12$. Another order of $2$ color copies and $6$ black-and-white copies cost $\text{\char36}10$. What is the price of one black-and-white copy?

A clothing shop sells long-sleeve shirts for $l$ dollars each and short-sleeve shirts for $s$ dollars each. One purchase of $2$ long-sleeve shirts and $3$ short-sleeve shirts cost $\text{\char36}49$. Another purchase of $4$ long-sleeve shirts and $1$ short-sleeve shirt cost $\text{\char36}53$. What is the price of one long-sleeve shirt?