Identify \(\text{every}~\text{card}\) that describes a \(\text{single}~\text{triangle}\) or the formula for the area of a \(\text{single}~\text{triangle}\).

Card 1: \(1/2~\times~b~\times~h\)
Card 2: \(b~\times~h\)
Card 3: a right triangle with legs \(7~\text{cm}\) and \(10~\text{cm}\)
Card 4: a rectangle that is \(14~\text{cm}\) by \(5~\text{cm}\)
Card 5: a composite figure made from \(\text{two}~\text{congruent}~\text{triangles}\), each with base \(6~m\) and height \(9~m\)
Card 6: \((1/2)~\times~(b_{1}~+~b_{2})~\times~h\)
Card 7: a story about covering a triangular garden with base \(12~\text{ft}\) and perpendicular height \(8~\text{ft}\)
Card 8: a parallelogram with base \(11~\text{in}\). and height \(4~\text{in}\).