Question:
Find the next number in series: 900, 450, 300, 225, 180, ? , 900/7
Find the next number in series: 900, 450, 300, 225, 180, ? , 900/7
Show Hint
If each term seems to decrease smoothly, try expressing them as fractions of a common number.
Updated On: Jun 15, 2026
- 155
- 140
- 160
- 150
Show Solution
Verified By Collegedunia
The Correct Option is D
Solution and Explanation
Concept:
Each term is obtained by dividing 900 by consecutive natural numbers.
Step 1: Observe the pattern. \[ 900=\frac{900}{1} \] \[ 450=\frac{900}{2} \] \[ 300=\frac{900}{3} \] \[ 225=\frac{900}{4} \] \[ 180=\frac{900}{5} \]
Step 2: Find the next term. \[ \frac{900}{6}=150 \] Hence, the next number in the series is \[ \boxed{150} \]
Step 1: Observe the pattern. \[ 900=\frac{900}{1} \] \[ 450=\frac{900}{2} \] \[ 300=\frac{900}{3} \] \[ 225=\frac{900}{4} \] \[ 180=\frac{900}{5} \]
Step 2: Find the next term. \[ \frac{900}{6}=150 \] Hence, the next number in the series is \[ \boxed{150} \]
Was this answer helpful?
0
0
Top TG ICET Analytical Ability Questions
- What is the average of the integers 1, 2, 3, 4, and \(x\)? Statement (I): \(x\) is an even integer. Statement (II): \(x<10\)
- What is the average of \(x,y,z\) and \(t\)? Statement (I): \(x+z=12\) Statement (II): \(y+t=24\)
- What is the sum of the first 30 terms of an Arithmetic Progression? Statement (I): The common difference of the A.P. is 5. Statement (II): The first and the last terms are 2 and 60 respectively.
- In triangle \(ABC\), is \(\angle A\) obtuse? Statement (I): \(\angle C\) is acute. Statement (II): \(\angle B\) is obtuse.
- What is the circumference of the regular hexagon? Statement (I): The radius of the circumcircle of the hexagon is \(6\) cm. Statement (II): Each side of the hexagon subtends an angle of \(60^\circ\) at the centre.
View More Questions
Top TG ICET Thinking and problem solving Questions
- Find the odd pair out: \[ (12,156),\ (14,210),\ (16,272),\ (18,342),\ (20,420),\ (22,508) \]
- Find the odd term out: \[ \frac{41}{29},\ \frac{53}{43},\ \frac{67}{59},\ \frac{79}{73},\ \frac{89}{83},\ \frac{97}{91} \]
- Elephant, Camel, Horse, Bison, Donkey, Bear
- Triangle, Pentagon, Hexagon, Septagon, Nonagon, Hendecagon
- Aizawl, Bhopal, Chennai, Dispur, Hyderabad, Imphal, Chandigarh
View More Questions
Top TG ICET Questions
- What is the average of the integers 1, 2, 3, 4, and \(x\)? Statement (I): \(x\) is an even integer. Statement (II): \(x<10\)
- What is the average of \(x,y,z\) and \(t\)? Statement (I): \(x+z=12\) Statement (II): \(y+t=24\)
- What is the sum of the first 30 terms of an Arithmetic Progression? Statement (I): The common difference of the A.P. is 5. Statement (II): The first and the last terms are 2 and 60 respectively.
- In triangle \(ABC\), is \(\angle A\) obtuse? Statement (I): \(\angle C\) is acute. Statement (II): \(\angle B\) is obtuse.
- What is the circumference of the regular hexagon? Statement (I): The radius of the circumcircle of the hexagon is \(6\) cm. Statement (II): Each side of the hexagon subtends an angle of \(60^\circ\) at the centre.
View More Questions