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Q: find the parameter of a triangle having a max area , that is circumscribing a circle of radius 8 cm

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Q: Find the volume and surface area of the cylinder in figure. 5 cm 7cm

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Q: a right clinder is cut parallel to its base. what is  the shape of the two dimensionals cross…

A: It is given in the question that the right circular cylinder is cut parallel to its base.

Q: Two parallel circle with centre x and Y radii of the circle are 20cm and 15cm and if AB is 24cm…

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Q: what is the length of a line than has a distance of 5 cms for the center of a circumference who’s…

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Q: angle at whih the para bola intersects. the pesitive x-axis.

A: Angle of intersection means angle between tangent at intersection point with x axis. dy/dx =…

Q: A cone with radius 5 and height of 10 is intersected herirontally by a plane. At the point of…

A: Given data, Radius of cone, R = 5 units Height of cone, H = 10 units A plane is intersection…

Q: 3 in 5 in 12 in

A: Volume of rectangular prism is given by the formula V=bhl Where b=breadth , h=height and l=length of…

Q: 4) x'+ 2x +v' +10V+ 1 = 0 5) x - 8X+v° -4Y+4 = 0 6) X+ 6X + y. 12Y -9

A: All three questions are solved.

Q: Is the incenter always located in the interior of the triangle?

A: Incenter is defined as the center of the circle inscribed inside a triangle. As the insceibed…

Q: candy company makes solid chocoalte cubes that have a side length of 2cm. The company wants to use…

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Q: Two identicals spheres of radius 6 intersect so that the distance between their centers is 10. The…

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Q: Find the dimension of the largest cylinder that can be inscribed in a cone of a height 8m and radius…

A: Consider the following figure Let r and h be the radius and height of the inscribed cylinder.…

Q: The unit circle x2 + v? = 1 is rotated about the line x = 2 to generate the surface of a torus (a…

A: Find the surface area generated: Surface area generated by rotating a curve y = f(x), a≤x≤b  about…

Q: A triangle is formed by the positive coordinate axes and a straight line through (6,3) . How large…

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