4 right angles = 90x4 = 360 degrees
I need to calculate the area of a baseball diamond (90x4) and convert it to square yards
360 degrees. Just think of a square. This has four 90 degree angles. 90x4=360
360* degrees, as they have four sides and so 90x4 or any other combination for a non square shape. Triangles have 180* degrees but ALL quads have 360* degrees... hope that helped answer your question.
A square. right angles are 90 degrees and in order to have a square you must have 360 degrees worth of angles. 90x4 is 360 and congruent sides means that they are all the same.
Easy! Squares have right angles (90) D = Degrees 90 is a right angle (Square) 180 is a straight line (Horizontal line) 270+ Reflex angle (A Pac-man Shape) 90x4= 360 - a square has 360 altogether
There are 360 total degrees in a quadrilateral. A square has 4 90 degree angles, and 90x4=360. To explain further, a square with 4 right angles (or 90 degrees), will have 180 degrees when cut in half, so the full square is 180x2=360.
360 degrees cause a square has equal sides and 4 equal right angles and a right angle = 90 degrees so 90x4=360 degrees
The distance around all the bases in a baseball field is 360 feet. This includes 90 feet between each base. So, if you ran around all the bases, you would cover a distance of 360 feet.
By water lettuce, I assume you mean iceburg lettuce. I figure it would take about 4 heads of lettuce to make one pound (a medium sized head is about 250g). There are 90 calories in each head, so:90x4 = 360 caloriesThat's without any dressings, oils, spices, etc. - just the lettuce.Lettuce has been called a negative calorie food. It takes more energy to chew and digest the lettuce than it provides in calories.
The product rule is a formula that is used to find the derivative of the product of two or more functions. It is summarized as thus: y' = u x v' + v x u' ("first times the derivative of the second, plus the second times the derivative of the first"). Ex: y = (2x4 + 6x3 + 9x) X (3x2 + x7+ 12) y' = (2x4 + 6x3 + 9x) X (6x + 7x6) + (3x2 + x7+ 12) X (8x3 + 18x2 + 9) y' = 12x5 + 14x10 + 36x4 + 54x2 + 63x7 + 24x5 + 54x4 + 27x2 + 8x10 + 18x9 + 9x7 + 96x3 + 216x2 + 108 y' = 36x5 + 22x10 + 90x4 + 297x2 + 72x7 + 18x9 + 96x3 + 108