Estimate the approximate area of the figure. Each unit is 1 square fee..
Estimate the approximate area of the figure. Each unit is 1 square feet. => about 17 square feet or about 9 square feet or about 33 square feet or about 27 square feet..
By using the given rectangles, the approximate area under the curve in..
By using the given rectangles, the approximate area under the curve in square units is => 25 or 30 or 20 or 15..
Estimate the approximate area of the figure shown, if the area of each..
Estimate the approximate area of the figure shown, if the area of each square is 4 yd 2 . => about 150 yd 2 or about 240 yd 2 or about 9 yd 2 or about 200 yd 2..
Brian has a paperweight with a square base of side 5.67 inches and a h..
Brian has a paperweight with a square base of side 5.67 inches and a height of 6.1 inches. Find the approximate surface area of the paperweight. => 216 in. 2 or 116 in. or 174 in. 2 or 228 in. 2..
Henry buys a box of candies. The box has a square base with side 6.37 ..
Henry buys a box of candies. The box has a square base with side 6.37 inches and a height of 7.1 inches. Find the approximate surface area of the box. => 504 in. 2 or 204 in. 2 or 120 in. 2 or 240 in. 2..
The area of a square is 17. Find the approximate value of this.
The area of a square is 1 7 . Find the approximate value of this. => 4.4 or 3 or 4 or 4.5..
A metallic solid in the form of a square pyramid of base 16 cm and hei..
A metallic solid in the form of a square pyramid of base 16 cm and height 2 cm is melted to make conic pieces of base radius 3 cm and height 3 cm. How many pieces can be made approximately? [Take π = 3.] => 35 or 25 or 28 or 6..
The formula x = p + x-p22p + 1 is used to approximate the sq..
The formula x = p + x - p 2 2 p + 1 is used to approximate the square root of a number x , where p is the square root of the nearest perfect square less than x . Use the equation to find 8 5 . => 18.211 or 10.211 or 7.211 or 9.211..
Approximate the area of the region under the curve over the interval [..
Approximate the area of the region under the curve over the interval [0, 6] by using LRAM. [Use 11 rectangles.] => 25.75 square units or 23.345 square units or 24.35 square units or 21 square units..
Find the area under the curve f(x) = (13)x³ for the domain 0 ≤..
of the n th rectangle, approximately in square units. => 9.999 or 11.946 or 9.187 or 10.927..
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