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Math SATs- Easy Level, Test II

A test by Oren Lahav.

Test Questions
  1. Question
    A rectangle with length 4 and height 6 has area twice as large as the area of a triangle with base 2. What's the height of that triangle?
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  2. Question
    If 4^{-2} = \frac{1}{2} ^x, what's x?
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  3. Question
    If a+2b+6c=18, b+2c=6 and c=3, what's a+3b?
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  4. Question
    If 3x-9 > 0 and 3y+9 < 0, then what's true for sure?
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  5. Question
    Which of these point is the greatest distance away from the origin?
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  6. Question
    The cola can factory produced 5,000 cans, out of which 25 had a tiny hole in them and the cola leaked out. At this rate, if the factory produced 20,000 cans, how many cans should have tiny holes?
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  7. Question
    If the remainder when x is divided by 3 is the same as the remainder when x is divided by 5, which of these can x NOT be?
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  8. Question
    Which of the following equations satisfy the statement "The sum of the squares of a and b is equal to the root of the difference between b and a"?
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