297758
In the standard form of a rational number, the denominator is always a:
1 0
2 Negative integer.
3 Positive integer.
4 1
Explanation:
Positive integer. (c) By definition, a rational number is said to be in the standard form, if its denominator is a positive integer.
RATIONAL NUMBERS
297759
If \(\frac{4}{3}=\frac{\text{x}}{12}\) Than x =
1 3
2 16
3 19
4 12
Explanation:
16
RATIONAL NUMBERS
297760
Study the following statements. Statement - 1: Rational numbers are always closed under division. Statement - 2: Division by zero is not defined. Which of the following options hold?
1 Both statement -1 and statement -2 are true.
2 Statement -1 is true but statement -2 is false.
3 Statement -1 is false but statement -2 is true.
4 Both statement -1 and statement -2 are false.
Explanation:
Statement -1 is false but statement -2 is true. Statement - 1: Rational number can even be simply integers which can be further represented as \(\frac{\text{p}}{\text{q}}\) form. So statement 1 is false Statement - 2: Any number divided by 0 is not defined. So statement 2 is true.
RATIONAL NUMBERS
297761
Which of the following statement is false?
1 Every fraction is a rational number
2 Every rational number is a fraction
3 Every integer is a rational number
4 All the above
Explanation:
Every rational number is a fraction Every rational number is not a fraction. Since in rational numbers, we use integers and in fractions, we use only natural numbers.
297758
In the standard form of a rational number, the denominator is always a:
1 0
2 Negative integer.
3 Positive integer.
4 1
Explanation:
Positive integer. (c) By definition, a rational number is said to be in the standard form, if its denominator is a positive integer.
RATIONAL NUMBERS
297759
If \(\frac{4}{3}=\frac{\text{x}}{12}\) Than x =
1 3
2 16
3 19
4 12
Explanation:
16
RATIONAL NUMBERS
297760
Study the following statements. Statement - 1: Rational numbers are always closed under division. Statement - 2: Division by zero is not defined. Which of the following options hold?
1 Both statement -1 and statement -2 are true.
2 Statement -1 is true but statement -2 is false.
3 Statement -1 is false but statement -2 is true.
4 Both statement -1 and statement -2 are false.
Explanation:
Statement -1 is false but statement -2 is true. Statement - 1: Rational number can even be simply integers which can be further represented as \(\frac{\text{p}}{\text{q}}\) form. So statement 1 is false Statement - 2: Any number divided by 0 is not defined. So statement 2 is true.
RATIONAL NUMBERS
297761
Which of the following statement is false?
1 Every fraction is a rational number
2 Every rational number is a fraction
3 Every integer is a rational number
4 All the above
Explanation:
Every rational number is a fraction Every rational number is not a fraction. Since in rational numbers, we use integers and in fractions, we use only natural numbers.
297758
In the standard form of a rational number, the denominator is always a:
1 0
2 Negative integer.
3 Positive integer.
4 1
Explanation:
Positive integer. (c) By definition, a rational number is said to be in the standard form, if its denominator is a positive integer.
RATIONAL NUMBERS
297759
If \(\frac{4}{3}=\frac{\text{x}}{12}\) Than x =
1 3
2 16
3 19
4 12
Explanation:
16
RATIONAL NUMBERS
297760
Study the following statements. Statement - 1: Rational numbers are always closed under division. Statement - 2: Division by zero is not defined. Which of the following options hold?
1 Both statement -1 and statement -2 are true.
2 Statement -1 is true but statement -2 is false.
3 Statement -1 is false but statement -2 is true.
4 Both statement -1 and statement -2 are false.
Explanation:
Statement -1 is false but statement -2 is true. Statement - 1: Rational number can even be simply integers which can be further represented as \(\frac{\text{p}}{\text{q}}\) form. So statement 1 is false Statement - 2: Any number divided by 0 is not defined. So statement 2 is true.
RATIONAL NUMBERS
297761
Which of the following statement is false?
1 Every fraction is a rational number
2 Every rational number is a fraction
3 Every integer is a rational number
4 All the above
Explanation:
Every rational number is a fraction Every rational number is not a fraction. Since in rational numbers, we use integers and in fractions, we use only natural numbers.
297758
In the standard form of a rational number, the denominator is always a:
1 0
2 Negative integer.
3 Positive integer.
4 1
Explanation:
Positive integer. (c) By definition, a rational number is said to be in the standard form, if its denominator is a positive integer.
RATIONAL NUMBERS
297759
If \(\frac{4}{3}=\frac{\text{x}}{12}\) Than x =
1 3
2 16
3 19
4 12
Explanation:
16
RATIONAL NUMBERS
297760
Study the following statements. Statement - 1: Rational numbers are always closed under division. Statement - 2: Division by zero is not defined. Which of the following options hold?
1 Both statement -1 and statement -2 are true.
2 Statement -1 is true but statement -2 is false.
3 Statement -1 is false but statement -2 is true.
4 Both statement -1 and statement -2 are false.
Explanation:
Statement -1 is false but statement -2 is true. Statement - 1: Rational number can even be simply integers which can be further represented as \(\frac{\text{p}}{\text{q}}\) form. So statement 1 is false Statement - 2: Any number divided by 0 is not defined. So statement 2 is true.
RATIONAL NUMBERS
297761
Which of the following statement is false?
1 Every fraction is a rational number
2 Every rational number is a fraction
3 Every integer is a rational number
4 All the above
Explanation:
Every rational number is a fraction Every rational number is not a fraction. Since in rational numbers, we use integers and in fractions, we use only natural numbers.
