Which number is 7.0362x 10--4 written in standard notation?

Answers

Answer 1

Answer: .00070362

good luck !

Answer 2

Answer: .00070362
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The soccer field measures 80 meters by 120 meters. Which is the correct unit of measurement to figure out how much fertilizer is needed to cover the field?

Answers

To find out the area of the field, you just need to multiply 80 meters by 120 meters.

80 meters * 120 meters = 9600 meters²

Therefore, the unit of measurement to figure out how much fertilizer is needed to cover the field is meters².

Help Meh PleAse: Fill in the blanks Which functions have a positive rate of change and which have a negative rate of change?
Column A Column B
1.____ 2x + 3y = −9 A.Positive
B.Negative
2._______ y = 3x − 6

3.______
x y
−1 9
0 7
1 5

4.______
x y
2 −8
3 −7
4 −6

Answers

$\sf2x+3y=-9$

Convert to slope-intercept form, y = mx + b.

$\sf2x+3y=-9$

Subtract 2x to both sides:

$\sf3y=-2x-9$

Divide 3 to both sides:

$\sf~y=-(2)/(3)x-3$

Now it's in slope intercept form, y = mx + b where 'm' is the slope. So the slope here is -2/3, which is Negative.

$\sf~y=3x-6$

This is already in slope intercept form. So the slope here is 3, which is Positive.

For #3 and #4, take any two points from the table and plug them into the slope formula.

$\sf~m=(y_2-y_1)/(x_2-x_1)$

Let's take (0, 7) and (1, 5).
x1 y1 x2 y2

$\sf~m=(5-7)/(1-0)$

Subtract:

$\sf~m=(-2)/(1)$

Divide:

$\sf~m=-2$

So the slope is negative.

For #4, let's take (2, -8) and (3, -7)
x1 y1 x2 y2

$\sf~m=(-7-(-8))/(3-2)$

Subtract:

$\sf~m=(1)/(1)$

Divide:

$\sf~m=1$

So the slope is positive.

An exterminator charges $80 to visit a home and $35 to spray each room. If the total bill was $395, how many rooms were sprayed? (Use a variable)

Answers

9 rooms were sprayed. 395=80+35X

Need help with letter a only.

Answers

Draw two rectangles one on top of the other, split one into three and the other into 6. Shade 2 of the sections in the one split in three and 4 of the one split in 6.

Jonas is making a map of his neighborhood for a school project. He knows that his house is 1.2 miles from the park. If every 0.25 ft on his map represents 0.8 mile, how far will his house be from the park on the map?