Tara will draw a scale model of the garden she wants to plant. Her scale will be 1cm. = 2.5 ft. What will be actual dimensions of Tara's garden?
To find the actual dimensions of Tara's garden, we need to know the dimensions of the scale model. If Tara's scale is 1cm = 2.5 ft, we can use this ratio to calculate the actual dimensions.
Let's say the length of the garden in the scale model is X cm. Then, the actual length of the garden would be:
Actual length = X cm * 2.5 ft/cm
Similarly, if the width of the garden in the scale model is Y cm, the actual width of the garden will be:
Actual width = Y cm * 2.5 ft/cm
Therefore, the actual dimensions of Tara's garden will depend on the measurements of the scale model, which have not been provided in the question.
To determine the actual dimensions of Tara's garden, you need to know the dimensions of her scale model. In this case, the scale is given as 1cm = 2.5 ft.
Let's assume Tara's garden model has a length of 'L' cm and a width of 'W' cm.
The actual length of Tara's garden can be calculated by multiplying the length of the scale model by the conversion factor:
Actual length = Length of model * Scale factor.
Actual length = L cm * 2.5 ft/cm.
Similarly, the actual width of Tara's garden can be calculated by multiplying the width of the scale model by the conversion factor:
Actual width = Width of model * Scale factor.
Actual width = W cm * 2.5 ft/cm.
Therefore, the actual dimensions of Tara's garden would be Actual length x Actual width (in feet), which can be calculated by substituting the values:
Actual length = L cm * 2.5 ft/cm,
Actual width = W cm * 2.5 ft/cm.
It is important to note that you would need the values for the length and width of Tara's garden model (in cm) to calculate the actual dimensions accurately.