The number of two digit numbers which are divisible by $3$ is

Important Questions on Arithmetic and Geometric Progressions

MEDIUM

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Multiple Choice Questions>Q 19

The number of multiples of $4$ that lie between $10$ and $250$ is

MEDIUM

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Multiple Choice Questions>Q 20

The sum of first $10$ even whole numbers is

EASY

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Multiple Choice Questions>Q 21

The ${11}^{\mathrm{th}}$ term of the $\mathrm{G}.\mathrm{P}.$ $\frac{1}{8}, -\frac{1}{4}, 2, -1, \dots ...$ is

MEDIUM

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Multiple Choice Questions>Q 22

The $5^{\mathrm{th}}$ term from the end of the geometric progression $2, 6, 18, \dots ..., 13122$ is

EASY

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Multiple Choice Questions>Q 23

If $k, 2\left(k+1\right), 3\left(k+1\right)$ are three consecutive terms of a geometric progression, then the value of $k$ is

EASY

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Chapter Test>Q 1

Write the first four terms of the arithmetic progression when its first term is $-5$ and common difference is $-3$.

MEDIUM

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Chapter Test>Q 2

Verify that each of the following lists of numbers is an arithmetic progression, and then write its next three terms: $0, \frac{1}{4}, \frac{1}{2}, \frac{3}{4}, \dots$

MEDIUM

10th ICSE

IMPORTANT

Understanding ICSE Mathematics Class 10>Chapter 9 - Arithmetic and Geometric Progressions>Chapter Test>Q 2

Verify that the following list of numbers is an arithmetic progression and then write its next three terms: $5, \frac{14}{3}, \frac{13}{3}, 4, \dots .....$