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Knihovna

Open Up - Grade 8 - Mathematics - Unit 7 - Lesson 13

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Poslední aktualizace 5 months ago
17 Dotazy
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"Source: Open Up Resouces (Download for free at openupresources.org.)"

Otázka 1
1.

Write each number in scientific notation.

14,700

Otázka 2
2.

Write each number in scientific notation.

0.00083

Otázka 3
3.

Write each number in scientific notation.

760,000,000

Otázka 4
4.

Write each number in scientific notation.

0.038

Otázka 5
5.

Write each number in scientific notation.

0.38

Otázka 6
6.

Write each number in scientific notation.

3.8

Otázka 7
7.

Write each number in scientific notation.

3,800,000,000,000

Otázka 8
8.

Write each number in scientific notation.

0.0000000009

Otázka 9
9.

Perform the following calculations. Express your answers in scientific notation.

(2⋅10^{5})+(6⋅10^{5})

Otázka 10
10.

Perform the following calculations. Express your answers in scientific notation.

(4.1⋅10^{7})⋅2

Otázka 11
11.

Perform the following calculations. Express your answers in scientific notation.

(1.5⋅10^{11})⋅3

Otázka 12
12.

Perform the following calculations. Express your answers in scientific notation.

(3⋅10^{3})^{2}

Otázka 13
13.

Perform the following calculations. Express your answers in scientific notation.

(9⋅10^{6})⋅(3⋅10^{6})

Otázka 14
14.

Jada is making a scale model of the solar system. The distance from Earth to the moon is about 2.389⋅10^{5} miles. The distance from Earth to the sun is about 9.296⋅10^{7} miles. She decides to put Earth on one corner of her dresser and the moon on another corner, about a foot away. Where should she put the sun?

Otázka 15
15.

Here is the graph for one equation in a system of equations.

Write a second equation for the system so it has infinitely many solutions.

Otázka 16
16.

Here is the graph for one equation in a system of equations.

Write a second equation whose graph goes through (0,2) so that the system has no solutions.

Otázka 17
17.

Here is the graph for one equation in a system of equations.

Write a second equation whose graph goes through (2,2) so that the system has one solution at (4,3).