Question
Which of the following set of symbols should be placed
in the blanks respectively (from right to left) in the given expression in order to make the expressions V ≥ S and R < W definitely true? Statement: R __ S @ T @ U __ V __ W % X Answer the questions based on the information given below. A & B means A is smaller than B A % B means A is not smaller than B A @ B means A is not greater than B A $ B means A is greater than B A # B means A is neither greater nor smaller than B.Solution
After decoding the signs of the given statement and options, we get: R __ S ≤ T ≤ U __ V __ W ≥ X Option '1': >, =, = Option '2': =, =, < Option '3': >, < , ≥ Option '4': ≥, ≥, < Option '5': =, ≥, ≥ Replacing the signs of option '1' in the given expression, R = S ≤ T ≤ U = V > W ≥ X, it doesn't satisfy the given condition. Replacing the signs of option '2' in the given expression, R < S ≤ T ≤ U = V = W ≥ X, it satisfies the given condition. Replacing the signs of option '3' in the given expression, R ≥ S ≤ T ≤ U < V > W ≥ X, it doesn't satisfy the given condition. Replacing the signs of option '4' in the given expression, R < S ≤ T ≤ U ≥ V ≥ W ≥ X, it doesn't satisfy the given condition. Replacing the signs of option '5' in the given expression, R ≥ S ≤ T ≤ U ≥ V = W ≥ X, it doesn't satisfy the given condition.
If x − 1/x = 4, find x² + 1/x²
Solve for x:
2(x + 1) × 4(x − 2) = 32
Simplify:
(√5 + √2)/(√5 − √2) + (√5 − √2)/(√5 + √2)
If 100.9 = 12 and ( 0.1)x = 120, then what is the value of x.
Find the remainder when 3⁶⁵ is divided by 8.
54 × 70 × 33 × 42 =
If (6000) 5 = 7.776
If (9000) 5 = 59.049
Evaluate:
[1 / (3 + √5)] + [1 / (3 − √5)]
If 100.13 = 14 and ( 0.1)x = 140, then what is the value of x.