Answer:
6 t + 4 p ≤ 150 is the required inequality.
Step-by-step explanation:
Here, the area required for 1 tomato plant = 6 sq ft
So, the area required to plant t tomato plants
= t x ( Area required by 1 tomato plant) = t x ( 6 sq ft) = 6 t
the area required for 1 pepper plant = 4 sq ft
So, the area required to plant p pepper plants
= p x ( Area required by 1 pepper plant) = p x ( 4 sq ft) = 4 p
Now, total area of the garden = 150 Sq ft.
Also, area of p pepper pants + t tomato plants = (6 t + 4 p) sq ft
So, now according to the question:
Total area of both plants ≤ Total area of the garden
⇒ (6 t + 4 p) sq ft ≤ 150 sq ft
or, 6 t + 4 p ≤ 150 is the required inequality.
