Q. 49
State whether the given statements are True or False.
In the standard form, a large number can be expressed as a decimal number between 0 and 1, multiplied by a power of 10.
Answer :
For the standard form notation, only one number is kept before the decimal point and rest all numbers are written after decimal point.
The power of 10 denotes the number of terms shifted after the decimal point.
A number in standard form is represented as a × 10k where a lies in the range of 1 to 10.
So the statement is false.
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The standard form of the number 12345 is
NCERT - Exemplar MathematicsExpress the following numbers in standard form:
(i) 5, 00, 00, 000
(ii) 70, 00, 000
(iii) 3, 18, 65, 00, 000
(iv) 3, 90, 878
(v) 3, 9087.8
(vi) 3908.78
NCERT MathematicsState whether the given statements are True or False.
4 × 105 + 3 × 104 + 2 × 103 + 1 × 100 = 432010
NCERT - Exemplar MathematicsState whether the given statements are True or False.
600060 = 6 × 105 + 6 × 102
NCERT - Exemplar MathematicsState whether the given statements are True or False.
8 × 106 + 2 × 104 + 5 × 102 + 9 × 100 = 8020509
NCERT - Exemplar MathematicsState whether the given statements are True or False.
876543 = 8 × 105 + 7 × 104 + 6 × 103 + 5 × 102 + 4 × 101 + 3 × 100
NCERT - Exemplar MathematicsState whether the given statements are True or False.
In the standard form, a large number can be expressed as a decimal number between 0 and 1, multiplied by a power of 10.
NCERT - Exemplar MathematicsExpress the following numbers in standard form:
5, 83, 00, 00, 00, 000
NCERT - Exemplar MathematicsExpress the following in usual form:
(a) 8.01 × 107
(b) 1.75 × 10–3
NCERT - Exemplar Mathematics