Answer:
12x² cm² and 27x² cm²
Step-by-step explanation:
Part A:
If the dimensions of the flax are (3x) cm and (4x) cm, then the area is
A = L·W, or A = (3x cm)·(4x cm) = 12x^2 cm²
Part B:
If both length and width are now 1.5 times greater than before, our formula
A = L·W, or A = (3x cm)·(4x cm)
becomes:
A = L·W, or A = (1.5·3x cm)·(1.5·4x cm), or
A = (4.5x cm)(6.0x cm) = 27x² cm²
The larger flag will have area 27x² cm²