Question about Texas Instruments TI-83 Plus Calculator

The park is not a rectangle, it is a triangle

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Without knowing some more information, such as either the angle between Front Street and Second Avenue or the length of the third side (or the picture "shown at the right"), this question is impossible to answer.

I can say that it must be at least 186 meters.

Posted on Dec 04, 2012

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Posted on Jan 02, 2017

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SOURCE: The city park shown at the right has an area of

Since I can't see the figure, I'm going to assume the park is rectangular. You are given the length along one side (Front St).

For a rectangle, area A = S1 * S2, where S1=Front St length=83 m, and S2=unknown Second Ave.

Rearrange the equation: S2 = A / S1 = 6889 sq m / 83 m.

Solve for S2 and you'll have the length along Second Ave.

Posted on Nov 23, 2010

if you did maths in primary school you would know that you need two dimensions to get square meters or surface area

so any number of lengths X breadths will give you 712 square meters

I just got a number squared to give you that area by finding the square root of your figure and that is 26.6833 meters

so an area of 26.6833 meters X 26.6833 meters will give yo an area of 712 square meters

not a really well thought out question with plenty of detail missing

so any number of lengths X breadths will give you 712 square meters

I just got a number squared to give you that area by finding the square root of your figure and that is 26.6833 meters

so an area of 26.6833 meters X 26.6833 meters will give yo an area of 712 square meters

not a really well thought out question with plenty of detail missing

Dec 10, 2016 | Office Equipment & Supplies

Hello Albert, 11.88

Mar 20, 2015 | Office Equipment & Supplies

Find the scaling ratio

Perimeter of first pentagon is 12*5=60 cm

Scale factor (2nd/first)=140/60 =7/3

**Ratio of areas varies as the square of the scale factor for the lengths**

Area of second / area of first =(7/3)^2 =49/9

Area of second pentagon =**248 *(49/9) cm^2**

Finish the calculation.

Perimeter of first pentagon is 12*5=60 cm

Scale factor (2nd/first)=140/60 =7/3

Area of second / area of first =(7/3)^2 =49/9

Area of second pentagon =

Finish the calculation.

Jul 01, 2014 | Texas Instruments TI-83 Plus Calculator

Square meters defines surface area therefore you have must have two meter distances that can be multiplied. Example: To determine the surface area of a room floor measure the length of the room (3 Meters) the width of the room (2 Meters) = 3x2 meter = 6 square meters

Nov 21, 2013 | onlineconversion.com

That is something that cannot be done (cubic to square). You can convert cubic meters to cubic feet or square meters to square feet as follows:

Multiply cubic meters by 35.3146 to get cubic feet

Multiply square meters by 10.7639 to get square feet

Multiply cubic meters by 35.3146 to get cubic feet

Multiply square meters by 10.7639 to get square feet

Apr 01, 2011 | Office Equipment & Supplies

11000 meters length and 11000 meters breath if it's perfect square.

Feb 18, 2011 | Texas Instruments TI-83 Plus Calculator

Since I can't see the figure, I'm going to assume the park is rectangular. You are given the length along one side (Front St).

For a rectangle, area A = S1 * S2, where S1=Front St length=83 m, and S2=unknown Second Ave.

Rearrange the equation: S2 = A / S1 = 6889 sq m / 83 m.

Solve for S2 and you'll have the length along Second Ave.

For a rectangle, area A = S1 * S2, where S1=Front St length=83 m, and S2=unknown Second Ave.

Rearrange the equation: S2 = A / S1 = 6889 sq m / 83 m.

Solve for S2 and you'll have the length along Second Ave.

Nov 23, 2010 | Texas Instruments TI-83 Plus Calculator

Square feet is Length x Breadth. IE: You have an area that is enclosed by 10' x 5' = 50 Square feet.

Feb 18, 2010 | Texas Instruments TI-83 Plus Calculator

One foot is 0.3048 meters. One square foot is 0.3048^2 meters = 0,9290304m^2. Multiply that by the area in square feet which is 100ft*150ft = 15000 ft^2.

The result is 1393.5456m^2

The result is 1393.5456m^2

Jan 24, 2009 | Texas Instruments TI-83 Plus Calculator

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