Previous Year Questions

Q1 MSQ GATE CE Medium 2 Marks 2026 Shift-2

ENGINEERING HYDROLOGY → FLOOD ROUTING AND FLOOD CONTROL

Types of flood routing and methods are given in the table below.

Column 1: Type of Flood Routing
(P) Hydrologic routing
(Q) Hydraulic routing
(R) Reservoir routing
(S) Channel routing

Column 2: Method
(i) Muskingum method
(ii) Modified Pul's method
(iii) Method of Characteristics

Option(s) giving the CORRECT match(es) between Column 1 and Column 2 is/are

Choose All Applicable:

A) (P)-(i); (Q) - (iii); (R) - (ii)

B) (Q)-(i); (R)-(iii); (S) - (ii)

C) (P) - (i); (R)- (ii); (S) - (i)

D) (P) - (ii); (Q) - (iii); (R) - (ii)

Q2 NAT GATE CE Medium 1 Mark 2026 Shift-2

ENGINEERING HYDROLOGY → PRECIPITATION AND GENERAL ASPECTS OF HYDROLOGY

The probability (in %) that a storm having return period of 15 years may occur in the next 10 years is ________ (rounded off to two decimal places).

Enter Numerical Answer:

Q3 MCQ GATE CE Easy 1 Mark 2026 Shift-2

ENGINEERING HYDROLOGY → PRECIPITATION AND GENERAL ASPECTS OF HYDROLOGY

Following statements are made with respect to the mass curve of rainfall:
(I) Slope at a point on the curve can be positive.
(II) Slope at a point on the curve can be zero.

Which one of the following options is CORRECT?

Choose One:

A) Both statements (I) and (II) are TRUE.

B) Both statements (I) and (II) are FALSE.

C) Statement (I) is TRUE and statement (II) is FALSE.

D) Statement (I) is FALSE and statement (II) is TRUE.

Q4 MCQ GATE CE Easy 1 Mark 2026 Shift-2

ENGINEERING MATHEMATICS → LINEAR ALGEBRA

Matrix A has the eigenvalues 1, 2, and 3. The Trace of $A^{2}$ is

Choose One:

A) 6

B) 14

C) 20

D) 8

Q5 NAT GATE CE Easy 1 Mark 2026 Shift-2

ENGINEERING MATHEMATICS → LINEAR ALGEBRA

The eigenvalues of $[A]=[\begin{matrix}2&-3.5&6\\ 3.5&5&2\\ 8&1&8.5\end{matrix}]$ are $\lambda_{1}=-1.547$, $\lambda_{2}=12.330$, and $\lambda_{3}=4.711$.

The absolute value of the determinant of matrix A is ________ (rounded off to two decimal places).

PYQBOOK

Filter Questions

Choose All Applicable:

The probability (in %) that a storm having return period of 15 years may occur in the next 10 years is ________ (rounded off to two decimal places).

Enter Numerical Answer:

Following statements are made with respect to the mass curve of rainfall:
(I) Slope at a point on the curve can be positive.
(II) Slope at a point on the curve can be zero.

Which one of the following options is CORRECT?

Choose One:

Matrix A has the eigenvalues 1, 2, and 3. The Trace of $A^{2}$ is

Choose One:

The eigenvalues of $[A]=[\begin{matrix}2&-3.5&6\\ 3.5&5&2\\ 8&1&8.5\end{matrix}]$ are $\lambda_{1}=-1.547$, $\lambda_{2}=12.330$, and $\lambda_{3}=4.711$.

The absolute value of the determinant of matrix A is ________ (rounded off to two decimal places).

Enter Numerical Answer:

PYQBOOK

Filter Questions

Choose All Applicable:

The probability (in %) that a storm having return period of 15 years may occur in the next 10 years is ________ (rounded off to two decimal places).

Enter Numerical Answer:

Following statements are made with respect to the mass curve of rainfall:(I) Slope at a point on the curve can be positive.(II) Slope at a point on the curve can be zero.Which one of the following options is CORRECT?

Choose One:

Matrix A has the eigenvalues 1, 2, and 3. The Trace of $A^{2}$ is

Choose One:

The eigenvalues of $[A]=[\begin{matrix}2&-3.5&6\\ 3.5&5&2\\ 8&1&8.5\end{matrix}]$ are $\lambda_{1}=-1.547$, $\lambda_{2}=12.330$, and $\lambda_{3}=4.711$.The absolute value of the determinant of matrix A is ________ (rounded off to two decimal places).

Enter Numerical Answer:

Following statements are made with respect to the mass curve of rainfall:
(I) Slope at a point on the curve can be positive.
(II) Slope at a point on the curve can be zero.

Which one of the following options is CORRECT?

The eigenvalues of $[A]=[\begin{matrix}2&-3.5&6\\ 3.5&5&2\\ 8&1&8.5\end{matrix}]$ are $\lambda_{1}=-1.547$, $\lambda_{2}=12.330$, and $\lambda_{3}=4.711$.

The absolute value of the determinant of matrix A is ________ (rounded off to two decimal places).