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What is the algebraic expression that best describes the height y if x is the width?
y,x
Is the algebraic expression that best describes the height y if x is the width?
y,x
Which expression describes the area in square units of a rectanlge that has a width of and the length of?
L x W
Perimeter of a rectangel?
2(l+d) [mec3usa] where l = the height of the rectangle, and d = width (of the horizontal edge), although I would have chosen w being the width and h being the height as the symbols in the expression.
What is 190 feet less than 4 times its width in algebraic expression form?
x = 4x -190 is what you want, I think. (Solve for x and add feet to your answer.)
What is the algebraic expression that best describes the height y if x is the width?
y,x
Is the algebraic expression that best describes the height y if x is the width?
y,x
How do you write an algebraic expression for the area of a rectangle with length meters and width 8 meters?
Having the length x meters and width 8 meters, then the area is 8x square meters.
Which expression describes the area in square units of a rectanlge that has a width of and the length of?
L x W
Perimeter of a rectangel?
2(l+d) [mec3usa] where l = the height of the rectangle, and d = width (of the horizontal edge), although I would have chosen w being the width and h being the height as the symbols in the expression.
What is 190 feet less than 4 times its width in algebraic expression form?
x = 4x -190 is what you want, I think. (Solve for x and add feet to your answer.)
Does a point have length and width but no height?
No. It has NO length, NO width, NO height. Only a position.No. It has NO length, NO width, NO height. Only a position.No. It has NO length, NO width, NO height. Only a position.No. It has NO length, NO width, NO height. Only a position.
How do you find the answer for the volume of an object?
To find the volume of an object you must multiply the height by the width by the length. Expression:(HxWxL=Volume)
What is an area that has height and width?
If it is a rectangle then area is height times width
What does a spilt double arrow allow you to do when positioned between two column or row heading?
It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.It enables you to change the width of a column, or the height of a row. It changes the width of the column to the left or the height of the row above.
What is height times width divided by two times length?
The expression "height times width divided by two times length" can be mathematically represented as ((\text{height} \times \text{width}) / (2 \times \text{length})). This calculation effectively gives you half the area of a rectangle defined by height and width, normalized by the length. The result can be useful in various geometric contexts, such as finding the volume of specific shapes when related to their dimensions.
What is the mathematical expression of volume?
volume is length times width times height v=l x w x h
