I think the answer is distributive property
Hope this helps!!
1) 25.1 rounds to 30. 30/8=5
2) 59.67 rounds to 60 and 11.1 rounds to 10, so 60/10= <u>6</u>
3) 82.77 rounds to 80 and 7.5 rounds to 10, so 80/10= <u>8</u>
4) 496.3 rounds to 500 and 98 rounds to 100, so 500/100= <u>5</u>
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5) 1.76 rounds to 2 and 0.91 rounds to 1, so 2/1= <u>2</u>
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6) 13.07 rounds to 13 and 7.41 rounds to 7, so 13/7= <u>1.85714285714</u>
7) 41.3 rounds to 40 and 6.73 rounds to 7, so 40/7= <u>5.714</u>
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8) 81.4 rounds to 80 and 10.03 rounds to 10, so 80/10= <u>8</u>
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9) 384.4 rounds to 380 and 88.1 rounds to 88, so 380/88= <u>4.318</u>
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g(x) = h(x - 7) + 5
The plus 5 on the outside of the brackets represents the graph moving up by 5 units
The minus 7 on the inside of the brackets represents the graph moving right by 7 units.
Note: When it is on the inside of the brackets, you would do the opposite of what it suggests.
Normally, minus 7 would mean the graph shifts to the left, however, it means the opposite in this case.
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Answer:
0.05 AU corresponds to the 0.0769 Inches(<em>This calculation is not possible in real time world)</em>
Step-by-step explanation:
Given:
0.65 corresponds to 1 inch
To Find:
0.05 AU corresponds to how many inches.
Solution:
<em>The AU is astronomical unit which is preferred as the mean distance between earth and sun.</em>
<em>AU is too big unit and used in space distance calculation.</em>
But here for mathematical calculation,
0.65 AU corresponds to 1 inch
then 0.05 AU corresponds to x inch(es)
Now cross multiplying the quantities we get ,
0.65x=0.05*1
x=0.05/0.65
x=0.0769 inches corresponds to 0.05 AU
(Preferred for this example only)
<em>(Remember that this calculation is hypothetical and practically incorrect to use it).</em>
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Answer:
The answer is 2
Step-by-step explanation: