What is the first zero place value in 9.00027

Answers

Answer 1

Answer: $9.\underline{0}0027\n\n\boxed{tenths\ value}$

Answer 2

Answer: tenths value 9.00027
The tenths value is next to the 9

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What's times what equals 116??

Answers

well, to find that out, you can simply just divide 116 by 2, and thats your answer!
116÷2= 58
~~~~~~~~
58·2=118
~~~~~~~~
58
~Hope this helped! :)

1x116=116
2x58=116
4x29=116.
Those are the only problems that equal 116.
I hope this helps!

Which one would it be A or B?!

Answers

It is N.
If. It was a, the shape would end up somewhere else.

B. If it we're reflected over the line x=3, point E would remain where it is, F would be on G', and D & G would be way high up

Jak buys 4/3 pounds of plums Martin by 6/3 pounds of apples who buy more fruit

Answers

4/3 vs 6/3
4 parts out of 3 or 6 parts out of 3
they are both out of 3
4<6
4 is bigger than 6
therefor martin buys more

martian bought more fruits

186 is what percent of 600

Answers

31% = 186 is what percent of 600

186/600 = N/100

600n = 18,600

600n/600 18,600/600

n=31

186 is 31% of 600

Hoped that helped!!!

Which figure could be the result of dilating this rectangle with a scale factor between 0 and 1?

Answers

Answer:

Option B

Step-by-step explanation:

The figure is shown in the attachment.

The first figure is the main question.

The options are in the second attachment.

We want to chose the figure that could be the result of dilating this rectangle with a scale factor between 0 and 1.

When we dilate a figure with a scale factor between 0 and 1, the size of the figure shrinks but maintains the same orientation as the original figure.

Therefore the correct option is B.

Answer:

The sides of the resulting rectangle must be shorter than the original figure.

Step-by-step explanation:

The figures are missing, so I will answer this question in general terms. When a rectangle is dilated by a scale factor between 0 and 1 the resulting rectangle must have shorter sides than the original.

Let's say for example that the original has 2 sides 5 units length and the other 2 sides 8 units length. Then, the resulting figure will have 2 sides less than 5 units length and 2 sides 8 units length, where the proportion 5:8 must still be satisfied.

If cos 0 < 0, which quadrant(s) could the
terminal side of a lie?

Answers

Answer:

quadrants 2 & 3

Step-by-step explanation:

cos = adj/hyp

adj is negative in quadrants 2 & 3.

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X^-2+4x^-1+3=0 solve by making appropriate substitution

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