Question : Most of the computers available today are:
Option 1: 3rd generation computers
Option 2: 4th generation computers
Option 3: 5th generation computers
Option 4: 6th generation computers
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Correct Answer: 4th generation computers
Solution : The correct option is 4th generation computers.
The majority of personal computers, laptops, and servers were built with microprocessor technology from the fourth generation of computers. The majority of Fourth-generation computers (from the 1970s through the 1980s) included microprocessors, high-level languages, integrated circuits, and enhanced software, which improved computing accessibility and performance. Third Generation were Integrated circuit-based (IC) computers (1960s-1970s). Microprocessor-based computers were introduced in the fourth generation (1970s-1980s). Fifth Generation (1980s-present) are artificial intelligence-focused and sophisticated microprocessor-based computers.
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Question : The least value of n, such that (1 + 3 + 32+.......+3n) exceeds 2000, is:
Option 1: 5
Option 2: 6
Option 3: 7
Option 4: 8
Question : Which among the following generations of computers used vacuum tubes?
Option 1: Fourth Generation
Option 2: Third Generation
Option 3: First Generation
Option 4: Second Generation
Question : What is the area of a triangular flower bed of a garden whose perimeter is 20 m and two sides are 5 m and 6 m?
Option 1: $10 \sqrt{2}$ m2
Option 2: $2 \sqrt{10}$ m2
Option 3: $5 \sqrt{2}$ m2
Option 4: $4 \sqrt{5}$ m2
Question : IBM System 360 was developed in which of the following generations of computers?
Option 1: Second generation
Option 2: First generation
Option 3: Third generation
Option 4: Fourth generation
Question : 360 cm2 and 250 cm2 are the areas of the two similar triangles. If the length of one of the sides of the first triangle is 8 cm, then the length of the corresponding side of the second triangle is:
Option 1: $6\frac{1}{5}\;\operatorname{ cm}$
Option 2: $6\frac{1}{3}\;\operatorname{ cm}$
Option 3: $6\frac{2}{3}\;\operatorname{ cm}$
Option 4: $6\;\operatorname{ cm}$
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