Q: Find the area of each triangle.Round answers to two decimal places a = 4, b = 5, c = 3
A: The given that, a=4,b=5,c=3 Semi-perimeter of triangle S=a+b+c2…
Q: Find the area of each shaded sector of a circle. Leave your answer in terms of . 10 in. 45° O a 297…
A: Known fact: If θ is measured in degrees then the area of sector is given by A=θ360°×πr2.
Q: Find the area of the kite shown. Round your answer to the nearest tenth
A: In triangle ABC, given that C=60 degree Because of symmetry B= 60 degrees too. A= 180 - (B+C) =…
Q: If a = 5.3 , b= 4.8 , and c = 9.4 find the area of the kite. Round to the nearest hundredth. D b a H…
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Q: c) Find the area that is inside the limacon but outside of the circle.
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Q: Consider the following figure. 15 m 39 m (a) Find the area of the figure. X m2 (b) Find the…
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Q: nat is the area of this rhor
A: Given: A rhombus has sides of length 6 inches and diagonals of length 4 inches and 11 inches.
Q: Question 18 6m 8.4cm m2 Area is
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Q: Find the area of each triangle.Round answers to two decimal places b = 1, c = 3, A = 80°
A: Given: A triangle in which b=1, c=3, A=80°. To find the area of triangle. Solution: From cosine…
Q: The triangle shown below has an area of 32 units². 8 x
A: Given that, The triangle has an area of 32 units².
Q: Find the area of each triangle.Round answers to two decimal places a = 5, b = 8, c = 9
A: The length of a side a=5 units. The length of a side b=8 units. The length of a side c=9 units.
Q: find the area of the composite figure below
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Q: If h = 17, B = 7, and S = 7 find the area of the %3D %3D figure below. Round to the nearest…
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Q: Find the area of each shaded region.
A: Note: Here we are solving problem 17 for reaming problem please submit the question again. Given:…
Q: Find the area A lo m B (3 in (3 3 in 7 ABDE; CE = 20 in 10
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Q: 3.
A: Consider the given figure. We have to find the area of the given figure. Since, given figure is a…
Q: Solve for the area of the shaded region. I. 12
A: area of the shaded region=area of rectangle - area of triangle =lenght x width -1/2 base x height…
Q: Find the area of the figure shown.
A: Given figure is a trapezoid with parallel sides AC and BD. The height of the trapezoid is h=AB By…
Q: Find the area of each shaded region.
A: Given the three figures . We need to find the area of the shaded region in the given figure.
Q: Find the area of each triangle.Round answers to two decimal places.
A: To find the area of given triangle:
Q: Find the area of the figure. 4 m 12 m 10 m 2 m A =
A: Consider the figure
Q: 45°
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Q: Find the area to the
A: Given, the left of z=-1.96 or to the right of z =1.96.
Q: Use the formulas developed in this section to find the area of the figure. 2 m 6 m A=
A: We can find the area as below.
Q: Find the area of each triangle.Round answers to two decimal places b = 4, c = 1, A = 120°
A: Our Aim is to find the area of triangle given that b=4, c=1 and A=120°.
Q: If h = 15, B = 4, and S = 8 find the area of the %3D %3D figure below. Round to the nearest…
A: We will split the figure into a triangle and a rectangle and then find the area separately and add…
Q: QUESTION 4 Determine the area of the rectangle below. 15 m 25 m 80 m2 O 40 m O 375 m2 O 375 m 40 m2…
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Q: The second-quadrant area enclosed by x²- y² = 25.
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Q: Find the area of the triangle that has its vertices at the points:…
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Q: Find the area of the figure. 5 m 14 m 12 m 3 m A = m2
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Q: Approximate the area of triangle ABC. (Round your answer to the nearest whole number.) alpha= 60°,…
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Q: In circle G, the length of HI = r and MZHGI = 120°. Find the area shaded below. Express your answer…
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Q: Find the area of each triangle.Round answers to two decimal places.
A: A triangle is a polygon having three sides and three vertices. Sum of interior angles of triangle is…
Q: EX I: Find the area if the diameter is 10cm.
A: The diameter is the longest chord of a circle. The diameter is always passed through the centre of…
Q: Find the area of each figure.
A: 4) Given triangle is equilateral triangle. so Area of Equilateral Triangle(A)=34a2…
Q: Find the area of the largest triangle shown on the right.
A: If we have a right angle triangle ∆PQR such that ∠PQR=90° then according to the pythagorean…
Q: Find the area of the figure. A 44 m² © 50 m² 5 m 6 45 m2 55 m2 6 m 14 m
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Q: 10 A B. 10 Answer: unit?
A: We can find the answer as given below
Q: Find the area of the region described.
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Q: 6. 5 mi
A: A regular polygon is a polygon that is equi-angular (all internal angles are equal in measure) and…
Q: Find the area. roi T = 3.14)
A: The question is taken from the geometry in which we have to find out the value of the area of the…
Q: Consider the following. 9 ft :5 ft 16 ft WebAssign Plot (a) Find the perimeter of the figure. ft (b)…
A: It is given that, (a) find the perimeter of the figure (b) find the area of the figure
Q: Show the area, graph the curves and lines, show the representative element. 1st quadrant area of y…
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Q: yR 21 2. -2
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Q: the area of the
A: Under the graph of a continuous function f(x) between the vertical lines x=a, x=b can be computed by…
Q: What expression can be used to find the area?
A: Here we have to find the area of triangle.
Q: 10 m Be 45 A
A: Area of segment = πr^2theta/360°-1/2(r^2) sintheta
Q: The figure shown below is composed of two rectangles and a quarter circle. 3 cm 5 cm 3 cm 5 cm What…
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Q: In Sarah's family, the birthday person always gets to cut the first piece of cake. Sarah is…
A: The area of sector is given by A=θ360×π×r2.
Q: Find the area of the given triangle. Round the area to the same number of significant digits given…
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- What is the volume formed by revolving about the x-axis the area bounded by the lines x = 1, x = 5 and the x-axis and the curve xy = 8.If we want to find the area between the curves x = −y 2 + 1 and x = y 2 − 1, shall we integrate with respect to x, or with respect to y? Are the infinitesimal rectangles horizontal, or vertical? A diagram with the curves may help. Do not try to find the actual area.What is the volume formed by revolving about the x-axis the area bounded by the lines x = 1, x = 5 and the x-axis and the curve xy = 8. Show full complete solution.
- The area bound by the curve y^2 = 12x and the line x = 3 is revolved about the line x = 3. What is the volume generated?Compute the volume cut out of x2 + y2 + z2 = 64 by the cylinder x2 + y2 = 64.Find the volume of the solid generated by revolving the region in the first quadrant bounded by the coordinate axes, the curve y=ex and the line x=ln14 about the line x=ln14.
- A mineral deposit along a strip of length 6 cm has density s(x) = 0.01x(6 − x) g/cm for 0 ≤ x ≤ 6. Calculate the total mass of the deposit.The area bounded by the curve y^2=4x and the line 2x-y=12 is revolved about the y axis. find the volume generatedThe area bounded by y^2 + x - y = 1, y-axis, and the line 2y = 9 is revolved about the line x = 1 Find the volume generated
- Find the volume of a solid extending from y = 2 to y = 5 if every cross section has area A(y) = 5.Suppose that the radius of the hut is increased by 2.5%. Calculate the following:(i) Percentage increase in the area of the roof?(ii) Percentage decrease in the proportion of the volume taken by the ball in the hut?calculate the volume of the 1st octant under the plan 2x + y + z = 10