A triangular flower bed is to be created. The following figure represents the layout of the flower bed. How many meters of landscape edging would be required to outline the edge of the bed.

Q: Glenda wants to glue glitter over a piece of felt shaped like a parallelogram with a height of 52…

A: We know that, 1 ft=12 in 1 ft2=144 in2 Formula of area of parrallelogram=height×base

Q: Find the area of each triangle. Round to the hundredth place. a = 38.4 km, b = 41.7 km & c = 52.8 km

A: Area of triangle = s (s-a)(s-b)(s-c) semi-perimeter of the triangle, s =a+b+c2 a= 38.4 km b= 41.7 km…

Q: Please draw a picture and label the answer and write the answer in radical form and decimal form…

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Q: What shape must he cut out of paper and what are the measurements of the shape’s dimensions?

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Q: What portion of a circle does a sector make up?

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Q: Place an X in the table to show the shape of the vertical cross section of each figure 7 shown.…

A: This is a Simple question based on cross section of shapes Solution is given below

Q: A city planner makes a scale drawing.oroposed playground. The length of the actual playground is 78…

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Q: Consider the figure below. Sink 7 ft Stovetop 2 ft Refrigerator Darius is remodeling his kitchen.…

A: For the solution follow the next step.

Q: A rectangle us reflected across a vertical line. What is the resulting shape?

A: A rectangle is reflected across a vertical line:

Q: 12cm.

A: Given: Diameter of the circle (d) = 12cm.     To determine: Area of the circle.

Q: A furniture maker has a triangular piece of wood shaped like the one in the image. She wants to cut…

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Q: 17. Find the missing length for each diagram. What is SR=? * %23 %3 2x- 14 x+2 SR = 10 SR = 6 SR = 5

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Q: Find the total circumference of the circles.

A: Since, we know that diameter of the circle is twice the radius of the same circle. Here, the length…

Q: 23. Use the chip model to illustrate: a. 5.-5 b. 12 3 c. 2. 3

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Q: .8. --8+ -8

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Q: Find the length of a chord that is 3 cm from the center of a circle withradius 7 cm.

A: Radius of the circle is 7 cm and the chord is at a distance of 3 cm from the center of the circle.…