Gigi makes a scale drawing of a patio. The drawing below shows the two scales she used to plan two patios of different sizes

0

Scale 1:1 cm 5ft

Scale 2. 1 cm: 8 ft

B

shows the correct dimensions of the rectangle

Scale 1: 40 ft by 56 ft; Scale 2: 35 ft by 40 ft

Scale 1: 56 ft by 25 ft, Scale 2: 35 ft by 40 ft

Scale 1: 35 ft by 25 ft. Scale 2: 56 ft by 40 ft

Scale 1: 56 ft by 40 ft Scale 2. 35 ft by 25 ft



on

HELPPP

The rectangular drawing is attached.

Scale 1: 35 ft by 25 ft. Scale 2: 56 ft by 40 ft

Step-by-step explanation:

Here, we are given:

Scale 1 = 1cm : 5ft

Scale 2 = 1cm : 8ft

From the rectangle, we have the dimensions :

Length, L= 7cm

Breadth, B = 5cm

Let's first find the dimensions using the scale 1.

Since the scale has 1cm by 5ft(i.e 5ft represents 1cm) , the dimensions would be calculated as:

For length, L = 7 * 5ft = 35ft

For breadth, B = 5 * 5ft = 25ft

We now have the dimensions of scale 1 as:

L = 35ft

B = 25ft

Similarly, let's first find the dimensions using the given values of scale 2.

Since the scale 2 has 1cm by 8ft (i.e 8ft represents 1cm),the dimensions would be calculated as:

L = 7 * 8ft = 56ft

B = 5 * 8ft = 40ft

We now have the dimensions of scale 2 as:

L = 56 ft

B = 40 ft

From the calculations, we now have the correct dimensions of the rectangle as:

Scale 1: 35 ft by 25 ft.

Scale 2: 56 ft by 40 ft

-10i^2-4i

step-by-step explanation:

evaluate for p=2,q=5i

(2−4)(2+5i)i

(2−4)(2+5i)i

=−10i2−4i

step-by-step explanation:

mean or average is 40.6