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If STUV is a rectangle and mVSU equals 52 what is the value of x?
I'm having some trouble understanding exactly what 'm' and 'x' have to do with the rectangle. A look at the drawing would really help.
If stuv is a rectangle and vsu52 what is the value of x?
Since stuv is a rectangle, opposite angles are equal. Given that angle vsu measures 52 degrees, angle stv, which is adjacent to angle vsu, must also be 52 degrees. Therefore, angle uvs, the opposite angle, is also 52 degrees. Thus, the value of x, which represents angle vsu, is 52 degrees.
The width of a rectangle is 12 cm shorter than the length The perimeter is 52 cm What are the demensions of the rectangle?
Let the width be x-12 and the length be x: 2(x-12+x) = 52 2x-24+2x = 52 2x+2x = 52+24 4x = 76 Divide both sides by 4 to determine the value of x: x = 19 Therefore: width = 7 cm and the length = 19 cm
What is the absolute value of 52?
52. The absolute value is the nonnegative value of a number. Enclosing vertical bars ( | | ) are the absolute value operator. Using that notation we can state that |a| = a, and |-a| = a. You can also note that |a| (whether a is negative or positive) equals the square root of a squared.
What is the value of 5 in 52?
In the number 52, the value of 5 is 50 because it is in the tens place. This means it represents five groups of ten. Therefore, the contribution of 5 to the overall value of 52 is 50.
If stuv is rectangle and mvsu equals 52 what is the value of x?
104
If STUV is a rectangle and mVSU equals 52 what is the value of x?
I'm having some trouble understanding exactly what 'm' and 'x' have to do with the rectangle. A look at the drawing would really help.
If stuv is a rectangle and vsu52 what is the value of x?
Since stuv is a rectangle, opposite angles are equal. Given that angle vsu measures 52 degrees, angle stv, which is adjacent to angle vsu, must also be 52 degrees. Therefore, angle uvs, the opposite angle, is also 52 degrees. Thus, the value of x, which represents angle vsu, is 52 degrees.
A rectangle has perimeter 182 in. and length 52 in. What is the width?
The equation for the perimeter of a rectangle is 2x(a+b) where a is the length and b is the width. We can rewrite the question as the following: 2x(52+b) = 182 If both sides are divided by 2 we get: 52+b = 91 If we subtract 52 from both sides we get: 91 - 52 = 39. Thus the width of the rectangle is 39 in.
What is the approximate value of 52?
What is the value of the 2 in 52
The width of a rectangle is 12 cm shorter than the length The perimeter is 52 cm What are the demensions of the rectangle?
Let the width be x-12 and the length be x: 2(x-12+x) = 52 2x-24+2x = 52 2x+2x = 52+24 4x = 76 Divide both sides by 4 to determine the value of x: x = 19 Therefore: width = 7 cm and the length = 19 cm
What rectangle with the perimeter of 52 but has a different area of 48?
2*24
What is the least possible perimeter for a rectangle with an area of 169ft2?
52 ft
What is the perimeter of a rectangle if the area is 144 square centimeters?
If the rectangle is a square, the perimeter is 48 cm. If not, there are a lot of possibilities.
What is the absolute value of 52?
52. The absolute value is the nonnegative value of a number. Enclosing vertical bars ( | | ) are the absolute value operator. Using that notation we can state that |a| = a, and |-a| = a. You can also note that |a| (whether a is negative or positive) equals the square root of a squared.
What is 52 in numeric value?
Strangely enough, it is 52.
What is the least possible perimeter for a rectangle with an area of 169 ft?
52 (13•4)
