SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 16

EASY

SSC MTS Tier I

IMPORTANT

Earn 100

The product of LCM and HCF of two numbers is $24$ . The difference between the two numbers is $2$ . Find the numbers.

50% studentsanswered this correctly

Important Questions on HCF and LCM

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 2

The LCM of two numbers is

48

. The numbers are in ratio of

2 : 3

. The sum of the numbers is:

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 11

Find the ratio between LCM and HCF of

5

,

15

and

20

?

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 17

Find the HCF of

3^{8}, 3^{5}, 3^{9}

and

3^{14}

.

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 18

Find the LCM of

4^{5}, 4^{- 18}, 4^{12}

and

4^{7}

.

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 19

Find the HCF of

Rs 1.20, Rs 3.40

and

Rs 4.80 .

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 21

Find the largest number which divides

62, 132

and

237

to leave the same remainder in each case.

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 23

Find the LCM of

(16 - x^{2})

and

(x^{2} - x + 6)

.

EASY

SSC MTS Tier I

IMPORTANT

SSC Multi-Tasking (Non-Technical)>Chapter 27 - HCF and LCM>Practice Questions>Q 24

The LCM of the two numbers is

(a + b)

and their HCF is

p (a - b)

. If one of the numbers is

p

, then the other number is: