The slant height of a cone is increased by 10

Find the net increase or decrease percent. Find the percentage increase in its: radius.

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The slant height of a cone is increased by 10

Doc 12 Pages. Doc 16 Pages. Doc 22 Pages. Doc 14 Pages. Doc 5 Pages. Sign in Open App. Verified Answer. Now without knowing the ratio of r and h, we cannot find the percentage change in l and thus we cannot determine the percentage change in the total surface area of the cone. Related Free Doc. Read for Free. View free CAT study material. Most Upvoted Answer. To find the percentage increase in the total surface area of the cone, we need to calculate the original surface area and the new surface area after the given changes in height and radius. Let's assume the original height of the cone is h and the original radius is r.

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Submitted by Christopher M. We will assign your question to a Numerade educator to answer. If the radius remains the same, the curved surface area is increased by?? Your personal AI tutor, companion, and study partner. Ask unlimited questions and get video answers from our expert STEM educators. Millions of real past notes, study guides, and exams matched directly to your classes.

Before learning the slant height formula, let us see what is slant height. The slant height of an object such as a cone, or pyramid is the distance along the curved surface, drawn from the edge at the top to a point on the circumference of the circle at the base. In other words, The slant height is the shortest possible distance from the base to the apex along the surface of the solid, denoted either as s or l. The slant height formula helps in the calculation of the slant height in any object. The slant height formulas are usually defined for cone and pyramid. They are as follows:.

The slant height of a cone is increased by 10

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There are three dimensions of a cone. The vertical height or altitude which is the perpendicular distance from the top down to the base.

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