In a rhombus, the opposite angles are equal, and adjacent angles are supplementary. If one angle measures 140 degrees, then the adjacent angle (m2) can be found by subtracting 140 from 180 degrees. Therefore, m2 = 180° - 140° = 40°.
ind the area of the rhombus if AE = 20 m and DE = 32 m.
To find the distance between 74 cm and 1.4 m, first convert 1.4 m to centimeters, which is 140 cm. Then, subtract 74 cm from 140 cm: 140 cm - 74 cm = 66 cm. Therefore, the distance between 74 cm and 1.4 m is 66 cm.
150 cm * 140 cm = 1.5 m * 1.4 m = 2.1 sq m
To find ( m^2 ), you simply square the value of ( m ). This means multiplying ( m ) by itself: ( m^2 = m \times m ). If you have a specific value for ( m ), substitute that value into the equation to calculate ( m^2 ). For example, if ( m = 4 ), then ( m^2 = 4 \times 4 = 16 ).
1000m
ind the area of the rhombus if AE = 20 m and DE = 32 m.
To calculate three quarters of 140, you first find one quarter of 140 by dividing 140 by 4, which equals 35. Then, you multiply 35 by 3 to find three quarters of 140. Therefore, 3 quarters of 140 is 105.
2 pairs of parallel siades;2pairs of equal angles What am i?i`m a: rhombus
830sq.m x (140/m) x (140/m)=16268000
F = M AA = F / M = (140) / (7) = 20 m/s2 (or about 2.04 G's)
To find the distance between 74 cm and 1.4 m, first convert 1.4 m to centimeters, which is 140 cm. Then, subtract 74 cm from 140 cm: 140 cm - 74 cm = 66 cm. Therefore, the distance between 74 cm and 1.4 m is 66 cm.
60 m
The answer 42,672 m.
150 cm * 140 cm = 1.5 m * 1.4 m = 2.1 sq m
140 metres is the same as 14,000 centimetres.
An adult is usually 2-4 m and a newborn is typically 80-140 cm
To find ( m^2 ), you simply square the value of ( m ). This means multiplying ( m ) by itself: ( m^2 = m \times m ). If you have a specific value for ( m ), substitute that value into the equation to calculate ( m^2 ). For example, if ( m = 4 ), then ( m^2 = 4 \times 4 = 16 ).