Find a solution to the linear equation y=8x−32 by filling in the boxes with a valid value of x and y.
2 answers:
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Response: a)
b) The area has grown by 0.75 square meters.
Detailed breakdown:
Let the room's length be l
Let the room's breadth be 'b'
The area of a rectangle is calculated using the formula:
Per the problem, the room's new area equals 175% of its old area.
Thus, a) The new area of the room is determined as
This indicates a 175% increase in the room's length, resulting in a 175% increase in area.
b) The increase in square meters for Megan's room area is
Create a visual representation to depict the situation outlined below.
Let h signify the height of the tree.
Since ΔABC is similar to ΔADE, it follows that
DE/BC = AD/AB
This means that
h/1.94 = (5.1 + 10.2)/5.1 = 3
Consequently, h = 1.94*3 = 5.82 m
Final result: 5.82 m
Let h signify the height of the tree.
Since ΔABC is similar to ΔADE, it follows that
DE/BC = AD/AB
This means that
h/1.94 = (5.1 + 10.2)/5.1 = 3
Consequently, h = 1.94*3 = 5.82 m
Final result: 5.82 m