4. One side of an isosceles triangle whose perimeter is 42 units measures 10 units. Find the maximum area of the triangle.

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Q: Q4: Find the total area A of the shape below in Figure 3?

A: Given data- A semi-circle of radius 'r' as shown- To Find- The total area of the shape.

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A:

Q: 3. Two perpendicular chords divide a circle with a radius 13 cm into four parts. If the…

A: Given  Radius of circle = 13 cm  Perpendicular chords are 5 cm each from the centre of circle.

Q: area of the cross section.

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Q: The dimensions of a rectangle with a perimeter of 100 m and has maximum area are

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Q: Find the area of a rectangle with a length of 6 inches (in) and a width of 2 inches.

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Q: SHOW YOUR COMPLETE SOLUTION AND NECESSARY ALGEBRAIC CALCULATION ON PAPER INCLUDE FBD (IF NEEDED)…

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Q: Find the radius, in cm, of the smallest circle that can circumscribe a right triangle whose sides…

A: Draw the figure.

Q: Given four vectors: 16 newtons 20 degrees north of west; 25 newtons due south; 10 newtons due east;…

A:

Q: A circular pierce of tin 24 cm in diameter has a triangular hole 9 cm by 12 cm by 15 cm., the vertex…

A: Draw schematic diagram The expression for centroid of area is given as centroid of…

Q: Find the centroidal distances from x axis and y axis

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Q: Determine the cross sectional area of the given cross section notes: LEFTMOST LEFT CENTER RIGHT…

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Q: Use the Pythagorean Theorem's converse to prove that a triangle with sides of lengths 11,60, and 61…

A: Given data, Side length = 11, 60 and 61 Considering  Base = 11 Perpendicular = 60 Hypotenuse = 61

Q: What is the area of the below figure if you (know x=25.5? (use trapezoidal rule 29 27 25 27 25 22 X

A:

Q: Find area of a sector of a circle of diameter 20 centimeters with central angle of 60o. What is the…

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Q: What is the area of the below figure if you know x=27.2? (use trapezoidal rule) 29 27 25 27 25 22

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Q: 5. Determine the x component of the centroid of the given area. y A 2 y = x y=1.44-x B X

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Q: 60 DRAW THE THREE PROJECTION OF THE FOLLOWING SHAPE 42 30 50 16 90 50 20

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Q: r = 38 in. 16 in. 20 in.

A: Draw the figure.

Q: The area of a triangle inscribed in a circle is 42.23cm2. One side of the triangle is 18cm. Find the…

A: Given,  area of a triangle inscribed in a circle = 42.23cm2 One side of the triangle = 18cm radius…

Q: 4) The area of the triangle below equals to ... 8

A: Using the standard formula for area of triangle A= 0.5×a×b   = 0.5×8×5   = 20

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Q: What are the values of Q1, Q2, and Q3?

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Q: given the side slope of 2:1, a road width od 10 m and a cross sectional area of 31.7 sq.m., find the…

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Q: express each measurement in inches.41⁄2 feet

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Q: y 60 - 30 25 90 20

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Q: Determine the cross sectional area of the given cross section notes: LEFTMOST LEFT CENTER RIGHT…

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Q: Compute for the area of the cross section, considering b is 8.8 meters: 7.34 7.49 + 2.26 + 4.28 +…

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Q: 3 6 4-in.-diameter hole 31 8" 5" 3 9" (c)

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Q: A hemisphere has a radius measurement of 8.3 cm. Find the surface area excluding the base.

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Q: 173.4" 82.98' 328.51 What is the area in square feet?

A: Given data- To Find- It is needed to find out the area of the figure.

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Q: A square has sides measuring 31cm. Find its area and perimeter? *

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Length and Length related Variables

Length can de defined as the measurement or extent of physical quantities or objects from one terminal to another terminal. Stone age humans used finger length, step length, and so on to measure the size or displacement of an object. Nowadays, depending on how precise the measurement requires to be and the object’s size is measured, we use measuring devices for measurements like rulers and steel tape. Most people have used a ruler or tape measure to measure a particular distance or the size of an object. For more precise measurements of tiny objects, the development of measurement tools such as the Vernier caliper, which permits us to measure dimensions within 1/1000 of an inch. In the last few decades, electronic distance measuring instruments (EDMI) have been implemented that permit us to measure distances from a few feet to many miles with reasonable accuracy.