A square has four equal sides, so its perimeter is 4*length of one side, so to find the length divide the perimeter by 4. 148/4 is equal to 37.
The reflex angle to 148 degrees is 212 degrees A full turn is 360°, so if the angle between the arms is 148°, the reflex angle (around the outside of the arms) is 360° - 148° = 212°.
It is 180-148 = 32 degrees
The supplement of an angle is the angle that, when added to the original angle, equals 180 degrees. In this case, the supplement of a 148-degree angle would be 180 degrees minus 148 degrees, which equals 32 degrees. So, the supplement of a 148-degree angle is a 32-degree angle.
An angle of 148 degrees is an obtuse angle. Any angle that is more than 90 degrees but less than 180 degrees is obtuse.
There are 148 inches.
148 millimeters=5.82677165 inches
There are 1,593.06 square feet in 148 square meters.
148 millimeters is 5.83 inches.
There are 3.7592 meters in 148 inches, since there are about 39.37 inches in one meter.
There are 5.8267716476 inches in 148 millimeters, since 1 millimeter = 0.0393700787 inches
There is 2.54 centimeters in one inch. So take your measurement in inches and multiply it by 2.54 to change the unit to centimeters. In this case, the answer is 375.92 centimeters.
The best way to do this is convert it all to inches. 148 inches by 143 inches. This gives you 21,164 square inches. Divide by 144 to get a total of 147 square feet.
The square root of 148 is not an integer.
It is 148.622 feet or 148 feet and 7.464 inches.
Our area is 250 ft2 so 250 ft3 would cover the area with cement a foot deep. We only need 3 inches (1/4 of a foot) so we divide 250ft3 by 4 to get our answer: 62.5 cubic feet.However, the question asks for "yards of concrete" so we need to convert cubic feet into cubic yards as follows:One cubic yard = 3ft x 3ft x 3ft = 27 ft3Dividing our cubic foot answer of 62.5 by 27 we get our answer in cubic yards:62.5/27 =2.3148148 yd3 (the 148 repeats)
The square roots of 148 are irrational number and so cannot be represented in fractional form.