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# C. Directions: Analyze each problem carefully. Show your solutions using the appropriate theorem. •1. A square-shaped handkerchief measures 14 inches on each side. Suppose, you fold it alongits diagonal so that you can tie it around your neck. How long is this tie? (Hint: use the 45°-45°-90° Right Triangle Theorem to show your solutions)Solution:•2. A chocolate-cake is triangular in shape. Each side measures 10 inches. If the cake issubdivided equally into two by slicing from one corner perpendicular to the opposite side, howlong is that edge where the cake is sliced? (Hint: use the 30°-60°-90° Right TriangleTheorem to show your solutions)Solution:if you know the then answer but if you don't then don't waste the points...   ### Another question on Math Math, 28.10.2019 15:29
Ajogging path is in the shape of an ellipse. if it is 120 ft long and 40 ft wide, what is the width of the track 15 ft from either vertex? Math, 28.10.2019 18:29
Solve the following problems.1. the length of a tablet is 3 inches more than its width. the area of therectangular topside of the tablet is 28 square inches. find the length andthe width of the tablet.2. the area of a certain quadrilateral is expressed as x + 18x + 81 squareunits. find its length and width. what type of quadrilateral is this? 3. the volume of a certain box is represented by the expression100y-40y +4y cubic centimeters. find the dimensions of the box if y is2cm. how tall is the box? 4. the difference of the squares of two consecutive odd numbers is 120.find the largest number.5. if the difference of the squares of two consecutive even numbers is 228and their sum is 6 500, what are the two numbers? ​ Math, 28.10.2019 20:28
Find the equation of quadratic function given the following ordered pairs: (1,3); (2,6)& (3,9) Math, 28.10.2019 21:28
During a sale, the prices of all electronic goods were reduced by 15%. findthe original selling price of a calculator which was sold for 585 during thesale.​
C. Directions: Analyze each problem carefully. Show your solutions using the appropriate theorem. •...
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