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Scientific Notation (Decimals) - Dividing Normalized Numbers (0 Decimal Place)

Level 2

This math topic focuses on practicing division using scientific notation with decimals, specifically handling normalized numbers at zero decimal place. It forms part of a broader unit aimed at developing proficiency in decimal division. Hence, this collection extends the learning by integrating scientific notation, challenging students to solve division problems where numbers are expressed in a near-scientific format, deciphering appropriate scaling factors and magnitudes involved in calculations.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Scientific Notation (Decimals) - Dividing Normalized Numbers (0 Decimal Place) Worksheet

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Math worksheet on 'Scientific Notation (Decimals) - Dividing Normalized Numbers (0 Decimal Place) (Level 2)'. Part of a broader unit on 'Decimal Division - Advanced' Learn online: app.mobius.academy/math/units/decimals_division_advanced/
1
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(4 multiplied by {0.00001}) }{ (2 multiplied by {0.01})}
a
2 x 0.00001
b
2 x 0.000001
c
2 x 0.001
d
2 x 0.0001
e
2 x 0.01
f
2 x 0.1
2
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(8 multiplied by {0.000001}) }{ (2 multiplied by {0.01})}
a
4 x 0.001
b
4 x 0.000001
c
4 x 0.0001
d
4 x 0.0000001
e
4 x 0.01
f
4 x 0.00001
3
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(3 multiplied by {0.000001}) }{ (3 multiplied by {0.01})}
a
1 x 0.0000001
b
1 x 0.00001
c
1 x 0.000001
d
1 x 0.01
e
1 x 0.001
f
1 x 0.0001
4
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(7 multiplied by {0.0000001}) }{ (1 multiplied by {0.001})}
a
7 x 0.0000001
b
7 x 0.000001
c
7 x 0.00001
d
7 x 0.01
e
7 x 0.001
f
7 x 0.0001
5
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(8 multiplied by {0.0000001}) }{ (4 multiplied by {0.0001})}
a
2 x 0.000001
b
2 x 0.00001
c
2 x 0.01
d
2 x 0.1
e
2 x 0.0001
f
2 x 0.001
6
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(7 multiplied by {0.0000001}) }{ (1 multiplied by {0.0001})}
a
7 x 0.1
b
7 x 0.001
c
7 x 0.000001
d
7 x 0.0001
e
7 x 0.00001
f
7 x 0.01
7
Solve the equation by dividing numbers that are almost in scientific notation
A LaTex expression showing \frac{(9 multiplied by {0.000001}) }{ (1 multiplied by {0.01})}
a
9 x 0.0001
b
9 x 0.001
c
9 x 0.00001
d
9 x 0.01
e
9 x 0.000001
f
9 x 0.0000001