In a right angle triangle XYZ, angle X is right angle. Find the value of angle Y and angle Z so that sin(Y) = cos(Y)
In a right angle triangle XYZ, angle X is right angle. Find the value of angle Y and angle Z so that sin(Y) = cos(Y).
In a right angle triangle XYZ, angle X is right angle. Find the value of angle Y and angle Z so that sin(Y) = cos(Y).
The quotient in a division sum is 403. The divisor is 100 and the remainder is 58. The dividend is _
maheshguru ? Jan 12 '2019 at 20:20
Answer is : D [40358]
Explanation:
Dividend = (divisor * quotient) + remainder
dividend = 403*100+58
= 40358
561204 x .58 =? x 55555
usest ? Jan 3 '2019 at 21:16
Correct Answer : C [586]
Explanation:
\(561204 \times 58 = ? \times 55555\)
\(? = \frac{561204 \times 58}{55555}\)
\(10.x \times 58 \equiv 580\)
\(= 586 \)
$$ \left(9321 + 5406 + 1001\right) \div \left(498 + 929 + 660\right) = ? $$
gaurish ? Jan 2 '2019 at 21:10
Answer is: D [7.5]
Explanation:
\( ? = \left(9321 + 5406 + 1001\right) \div \left(498 + 929 + 660\right)\)
=\(15728 \div 2087 = 7.5\)
Directions : Complete the following equations with correct arithmeti-cal signs (+, −−, ××, ÷÷)
(5 1) (4 2) = 30