REAL NUMBERS
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REAL NUMBERS

90437 If the HCF of 65 and 117 is expressible in the form 65m - 117, then the value of m is:

1 )4
2 )2
3 )1
4 )3
REAL NUMBERS

90438 Which of the following rational numbers is expressible as a terminating decimal?

1 )\(\frac{124}{165}\)
2 )\(\frac{131}{30}\)
3 )\(\frac{2027}{625}\)
4 )\(\frac{1625}{462}\)
REAL NUMBERS

90439 If n = 2\(^{3}\) × 3\(^{4}\) × 5\(^{4}\) × 7, then the number of consecutive zeroes in n, where n is a natural number, is:

1 )2
2 )3
3 )4
4 )7
REAL NUMBERS

90440 The LCM of two numbers is 14 times their HCF. The sum of LCM and HCF
is 600, then LCM =

1 )600
2 )480
3 )500
4 )560
REAL NUMBERS

90443 The common difference of an AP, whose n\(^{th}\) term is a\(_{n}\) = (3n + 7), is:

1 )3
2 )7
3 )10
4 )6
NEET DIGITAL LIBRARY
REAL NUMBERS

90437 If the HCF of 65 and 117 is expressible in the form 65m - 117, then the value of m is:

1 )4
2 )2
3 )1
4 )3
REAL NUMBERS

90438 Which of the following rational numbers is expressible as a terminating decimal?

1 )\(\frac{124}{165}\)
2 )\(\frac{131}{30}\)
3 )\(\frac{2027}{625}\)
4 )\(\frac{1625}{462}\)
REAL NUMBERS

90439 If n = 2\(^{3}\) × 3\(^{4}\) × 5\(^{4}\) × 7, then the number of consecutive zeroes in n, where n is a natural number, is:

1 )2
2 )3
3 )4
4 )7
REAL NUMBERS

90440 The LCM of two numbers is 14 times their HCF. The sum of LCM and HCF
is 600, then LCM =

1 )600
2 )480
3 )500
4 )560
REAL NUMBERS

90443 The common difference of an AP, whose n\(^{th}\) term is a\(_{n}\) = (3n + 7), is:

1 )3
2 )7
3 )10
4 )6
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REAL NUMBERS

90437 If the HCF of 65 and 117 is expressible in the form 65m - 117, then the value of m is:

1 )4
2 )2
3 )1
4 )3
REAL NUMBERS

90438 Which of the following rational numbers is expressible as a terminating decimal?

1 )\(\frac{124}{165}\)
2 )\(\frac{131}{30}\)
3 )\(\frac{2027}{625}\)
4 )\(\frac{1625}{462}\)
REAL NUMBERS

90439 If n = 2\(^{3}\) × 3\(^{4}\) × 5\(^{4}\) × 7, then the number of consecutive zeroes in n, where n is a natural number, is:

1 )2
2 )3
3 )4
4 )7
REAL NUMBERS

90440 The LCM of two numbers is 14 times their HCF. The sum of LCM and HCF
is 600, then LCM =

1 )600
2 )480
3 )500
4 )560
REAL NUMBERS

90443 The common difference of an AP, whose n\(^{th}\) term is a\(_{n}\) = (3n + 7), is:

1 )3
2 )7
3 )10
4 )6
For More Updates join with Us
REAL NUMBERS

90437 If the HCF of 65 and 117 is expressible in the form 65m - 117, then the value of m is:

1 )4
2 )2
3 )1
4 )3
REAL NUMBERS

90438 Which of the following rational numbers is expressible as a terminating decimal?

1 )\(\frac{124}{165}\)
2 )\(\frac{131}{30}\)
3 )\(\frac{2027}{625}\)
4 )\(\frac{1625}{462}\)
REAL NUMBERS

90439 If n = 2\(^{3}\) × 3\(^{4}\) × 5\(^{4}\) × 7, then the number of consecutive zeroes in n, where n is a natural number, is:

1 )2
2 )3
3 )4
4 )7
REAL NUMBERS

90440 The LCM of two numbers is 14 times their HCF. The sum of LCM and HCF
is 600, then LCM =

1 )600
2 )480
3 )500
4 )560
REAL NUMBERS

90443 The common difference of an AP, whose n\(^{th}\) term is a\(_{n}\) = (3n + 7), is:

1 )3
2 )7
3 )10
4 )6
NEET DIGITAL LIBRARY
REAL NUMBERS

90437 If the HCF of 65 and 117 is expressible in the form 65m - 117, then the value of m is:

1 )4
2 )2
3 )1
4 )3
REAL NUMBERS

90438 Which of the following rational numbers is expressible as a terminating decimal?

1 )\(\frac{124}{165}\)
2 )\(\frac{131}{30}\)
3 )\(\frac{2027}{625}\)
4 )\(\frac{1625}{462}\)
REAL NUMBERS

90439 If n = 2\(^{3}\) × 3\(^{4}\) × 5\(^{4}\) × 7, then the number of consecutive zeroes in n, where n is a natural number, is:

1 )2
2 )3
3 )4
4 )7
REAL NUMBERS

90440 The LCM of two numbers is 14 times their HCF. The sum of LCM and HCF
is 600, then LCM =

1 )600
2 )480
3 )500
4 )560
REAL NUMBERS

90443 The common difference of an AP, whose n\(^{th}\) term is a\(_{n}\) = (3n + 7), is:

1 )3
2 )7
3 )10
4 )6