express the following in standard form 0.00009298
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Given:
0.00009298
We have to express the standard form of 0.00009298 is:
solution:
∴ 0.00009298
Multiplying and dividing by 100000, we get
= × 100000
=
=
= 9.298 × [ ∵ = ]
∴ The standard form of 0.00009298 = 9.298 ×
Thus, the standard form of 0.00009298 is "9.298 × ".
Step-by-step explanation:
0.00009298
We have to express the standard form of 0.00009298 is:
solution:
∴ 0.00009298
Multiplying and dividing by 100000, we get
= \dfrac{0.00009298}{100000}
100000
0.00009298
× 100000
= \dfrac{9.298}{100000}
100000
9.298
= \dfrac{9.298}{10^5}
10
5
9.298
= 9.298 × 10^{-5}10
−5
[ ∵ \dfrac{1}{a^m}
a
m
1
= a^{-m}a
−m
]
∴ The standard form of 0.00009298 = 9.298 × 10^{-5}10
−5
Thus, the standard form of 0.00009298 is "9.298 × 10^{-5}10
−5
".