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In the figure, you can see a right circular cone, which has a circular base of radius r and whose axis is perpendicular to the base. The line which connects the vertex of the cone to the centre of the base is the height of the cone. The length at the outer edge of the cone, whi...
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Prove that the points (7 10) ( 2 5) and (3 4) are the vertices of an isosceles right triangle - Given:Given points are $(7, 10), (-2, 5)$ and $(3, -4)$.To do:We have to prove that the points $(7, 10), (-2, 5)$ and $(3, -4)$ are ...
To find: Here we have to find the value of the given expression (25a − 12b)(10a − 8b)(25a − 12b)(10a − 8b). Solution: (25a − 12b)(10a − 8b)(25a − 12b)(10a − 8b) = 10a(25a − 12b) − 8b(25a − 12b)= 10a(25a − 12b) − 8b(25a −...
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We have to find the value ofxx. Solution: 34(7x−1)−(2x−1−x2)=x+3234(7x−1)−(2x−1−x2)=x+32 34(7x− 1)−(2(2x)−(1−x) 2)=2(x)+3234(7x−1)−(2(2x)−(1−x)2)=2(x)+32 34(7x−1)−(4x−1+x2)=...
To do:We have to find the value of x.Solution:We know that,am x an = am+n LHS(13)−4×(13)−8=(13)−4+(−8)(13)−4×(13)−8=(13)−4+(−8)=(13)−(4+8)=(13)−(4+8) [(+)×(−)=(−)(+)×(−)=(−)]...