1
GATE ECE 2024
MCQ (Single Correct Answer)
+2
-1.33

The bar chart shows the data for the percentage of population falling into different categories based on Body Mass Index (BMI) in 2003 and 2023.

GATE ECE 2024 General Aptitude - Numerical Ability Question 2 English

Based on the data provided, which one of the following options is INCORRECT?

A

The ratio of the percentage of population falling into overweight category to the percentage of population falling into normal category has increased in 20 years.

B

The ratio of the percentage of population falling into underweight category to the percentage of population falling into normal category has decreased in 20 years.

C

The ratio of the percentage of population falling into obese category to the percentage of population falling into normal category has decreased in 20 years.

D

The percentage of population falling into normal category has decreased in 20 years.

2
GATE ECE 2024
MCQ (Single Correct Answer)
+2
-1.33

Two identical sheets A and B, of dimensions 24 cm × 16 cm, can be folded into half using two distinct operations, FO1 or FO2.

In FO1, the axis of folding remains parallel to the initial long edge, and in FO2, the axis of folding remains parallel to the initial short edge.

If sheet A is folded twice using FO1, and sheet B is folded twice using FO2, the ratio of the perimeters of the final shapes of A and B is

A

14:11

B

11:14

C

18:11

D

11:18

3
GATE ECE 2023
MCQ (Single Correct Answer)
+2
-0.67

Which one of the following options represents the given graph?

GATE ECE 2023 General Aptitude - Numerical Ability Question 12 English

A
$$f(x) = {x^2}{2^{ - |x|}}$$
B
$$f(x) = x{2^{ - |x|}}$$
C
$$f(x) = |x|{2^{ - x}}$$
D
$$f(x) = x{2^{ - x}}$$
4
GATE ECE 2023
MCQ (Single Correct Answer)
+2
-0.67

Out of 1000 individuals in a town, 100 unidentified individuals are covid positive. Due to lack of adequate covid-testing kits, the health authorities of the town devised a strategy to identify these covid-positive individuals. The strategy is to:

(i) Collect saliva samples from all 1000 individuals and randomly group them into sets of 5.

(ii) Mix the samples within each set and test the mixed sample for covid.

(iii) If the test done in (ii) gives a negative result, then declare all the 5 individuals to be covid negative.

(iv) If the test done in (ii) gives a positive result, then all the 5 individuals are separately tested for covid.

Given this strategy, no more than __________ testing kits will be required to identify all the 100 covid positive individuals irrespective of how they are grouped.

A
700
B
600
C
800
D
1000
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