A rectangular shoebox has a volume of 728 cubic inches. The base of the shoebox measures 8 inches by 6.5 inches. How long is the shoe box?

Answers

Answer 1
Answer: Divide the volume by the two measures. 728 ÷ 8 = 91 ÷ 6.5 = 14 so, the shoe box is we inches long.

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How do I write 974 in expanded form

Is a rhombus always a quadrilateral?

Answers

Yes, rhombus is always a quadrilateral. We know that rhombus is a parallelogram and in order for a shape to be a parallelogram, it needs to have four sides and angles.

Yes it has 4 sides and angles

What is the next step in the construction of a regular hexagon?​

Answers

The next step will be to use a compass and a straight edge to draw the second equilateral triangle with side AB. Option B is correct

Given that,

To determine the next step in the construction of a regular hexagon.

What is a polygon?

A polygon is defined as a geometric shape that is composed of 3 or more sides these sides are equal in length, and an equal measure of angle at the vertex,

Examples of the polygon, equilateral triangle, square, pentagon, etc

Here,
The next step is to draw a straight edge through the corresponding arc to the side AB, to form the second equilateral triangle.

Thus, the next step will be to use a compass and a straight edge to draw the second equilateral triangle with side AB. Option B is correct

Learn more about polygon here:
brainly.com/question/24464711
#SPJ2

Answer:

With compass setting the same as line segment PA, place the compass

at C and draw an arc that intersects the circle ⇒ answer D

Step-by-step explanation:

Lets revise the step of construction a regular hexagon

1. Draw circle with center P; put point A on the circle's edge at

any place

2. With compass setting the same as line segment PA, place the

compass at A and draw an arc that intersects the circle at B

3. With compass setting the same as line segment PA, place the

compass at B and draw an arc that intersects the circle at C

4. With compass setting the same as line segment PA, place the

compass at C and draw an arc that intersects the circle at D

5. Contain with the same step of placing the compass at the previous arc and draw an arc with same distance of PA until you reach point A again, then join each arc on the circle forming the regular hexagon

The given steps are:

Circle with center P; point A is along the circles edge, an arc at point B

is along the circles edge, and an arc at point C is along the circles edge

According to the steps above, the next step is:

With compass setting the same as line segment PA, place the

compass at C and draw an arc that intersects the circle (step 4)

Predictions : brainly.com/question/13382035

Estimate to 428,731 - 175,842

Answers

the answer to 300000 THAT'S THE ANSWER
428731
175852-
-----------
252889
------------
the answer is 252889

What is the perimeter of a rectangular pentagon with side lengths of 15 inches

Answers

5 sides

each side is 15

perimiter is distance around the shape or the legnth of the sides added up

5 of them
15
5 times 15=75


75 inches

A line passing through which of the following pairs of coordinates represents a proportional relationship?(1, 2) and (2, 3)
(1, 3) and (3, 6)
(1, 1) and (1, 3)
(1, 3) and (2, 6)

Answers

the answer is D (1, 3) and (2, 6) 1*6=6  3*2=6

Find which two consecutive whole numbers the square root is between. Write the letter of the exercise on the number line between these two numbers. [tex] \sqrt30 , \sqrt2 , \sqrt45 , \sqrt8 , \sqrt23 , \sqrt120 , \sqrt138 , \sqrt82 , \sqrt11 , \sqrt70 , \sqrt0.5 , \sqrt59 ,

Answers

5=√(5^2)=√(25) < √(30)\n6=√(6^2)=√(36) > √(30)\n\n5 < √(30) < 6\n-------------\n1=√(1^2)=\sqrt1 < \sqrt2\n2=√(2^2)=\sqrt4 > \sqrt2\n\n1 < \sqrt2 < 2\n-------------\n6=√(6^2)=√(36) < √(45)\n7=√(7^2)=√(49) > √(45)\n\n6 < √(45) < 7\n-------------

2=√(2^2)=\sqrt4 < \sqrt8\n3=√(3^2)=\sqrt9 > \sqrt8\n\n2 < \sqrt8 < 3\n-------------\n10=√(10^2)=√(100) < √(120)\n11=√(11^2)=√(121) > √(120)\n\n10 < √(120) < 11\n-------------\n12=√(12^2)=√(144) < √(138)\n13=√(13^2)=√(169) > √(138)\n\n12 < √(138) < 13\n-------------

9=√(9^2)=√(81) < √(82)\n10=√(10^2)=√(100) > √(82)\n\n9 < √(82) < 10\n-------------\n3=√(3^3)=\sqrt9 < √(11)\n4=√(4^2)=√(16) > √(11)\n\n3 < √(11) < 4\n-------------\n8=√(8^2)=√(64) < √(70)\n9=√(9^2)=√(81) > √(70)\n\n8 < √(70) < 9\n-------------

0=√(0^2)=\sqrt0 < √(0.5)\n1=√(1^2)=\sqrt1 > √(0.5)\n\n0 < √(0.5) < 1\n-------------\n7=√(7^2)=√(49) < √(59)\n8=√(8^2)=√(64) > √(59)\n\n7 < √(59) < 8