# How did the architect create a central focus in the building above?

How did the architect create a central focus within the constructing above? a. he used the horizontal beams to create stability. b. he organized it round a central chimney. c. he designed home windows that draw the eyes to the middle of the constructing.

B. Utilizing a sure object as a predominant focus and outing issues round it may make out mind perceive that that’s that predominant level of the constructing and that that’s the middle

The reply is B Clarification:

12.5 ft 2.5•5=12.5 ft Right here the reply

1:0.4641 Step-by-step clarification: We’re instructed that the dimensions of the mannequin with respect to the actual world is 0.1 cubic meter. Which means for each 1 cubic meter in the actual world the mannequin represents 0.1.
They inform us that the actual world quantity is 100,000, that if we assume a dice, we’ve to:
V = l ^ 3
l = 100000 ^ (1/3)
l = 46.41
46.41 meters could be either side, now the amount of the mannequin could be:
100,000 * 0.1 = 10,000
Which implies that its sides could be:
V = l ^ 3
l = 100000 ^ (1/3)
l = 21.54
We calculate the dimensions of the perimeters:
21.54 / 46.41 = 0.4641
Which implies that for each 1 meter in the actual world the mannequin represents 0.4641 meters.

5.2 inches Step-by-step clarification: 30/2=79/? And you then cross multilply to seek out the unknown. (5.2)

An online architect creates the fundamental web site framework, whereas a webmaster responds to buyer queries after the web site is up and operating. APEX Verified Clarification:

a) b) Decreased drawing measurement = 3 in c) d) precise size of the room: 18 ft Step-by-step clarification: The proportion that CAD creates is given by: Then: a) if a wall is 8 ft tall, the proportion offers: b) to unravel this proportion for the diminished drawing measurement, we cross multiply after which isolate the unknown on one aspect by dividing either side by “1 ft”: c) If the drawing exhibits a room with size 6.75 in, we use the proportion equation once more, changing now the “diminished drawing” amount with 6.75 in, and on the brink of clear up for the unknown “precise measurement”: d) To resolve for the unknown, since it’s already within the numerator, we simply have to multiply either side of the equal signal by 6.75 in: