Question : What is the formula to find the maximum of a range?
Option 1: MAX()
Option 2: MA()
Option 3: MAXIM()
Option 4: MAXIMUM()

Question

Question : Which formula is used to represent the three-dimensional structures of molecules using a two-dimensional surface like a sheet of paper or a computer screen?
Option 1: Bond-line formula
Option 2: Lewis structure formula
Option 3: Dash-Wedge formula
Option 4: Condensed structural formula

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Answer 1

Correct Answer: MAX()

Solution : The formula to find the maximum of a range is MAX(). Hence, the correct option is 1.

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Question : What is the formula to find the maximum of a range?Option 1: MAX()Option 2: MA()Option 3: MAXIM()Option 4: MAXIMUM()

Related Questions

Question : Which formula is used to represent the three-dimensional structures of molecules using a two-dimensional surface like a sheet of paper or a computer screen?Option 1: Bond-line formulaOption 2: Lewis structure formulaOption 3: Dash-Wedge formulaOption 4: Condensed structural formula

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Question : What is the formula to find the maximum of a range?
Option 1: MAX()
Option 2: MA()
Option 3: MAXIM()
Option 4: MAXIMUM()

Question : Which formula is used to represent the three-dimensional structures of molecules using a two-dimensional surface like a sheet of paper or a computer screen?
Option 1: Bond-line formula
Option 2: Lewis structure formula
Option 3: Dash-Wedge formula
Option 4: Condensed structural formula

Question : If the horizontal range of a projectile is four times its maximum height, the angle of projection is:
Option 1: 30^o
Option 2: 45^o
Option 3: sin^-1(1/4)
Option 4: tan^-1(1/4)

Question : Find the value of the following expression $2(\tan ^2 A \cos ^2 A+\cos ^2 A)$.
Option 1: 4
Option 2: 1
Option 3: 3
Option 4: 2

Question : The cost of 3 cups and 5 plates is INR 1,080 and the cost of 2 cups and 4 plates is INR 840. Find the ratio of the cost of a cup to the cost of a plate.
Option 1: 1 : 3
Option 2: 2 : 3
Option 3: 1 : 1
Option 4: 1 : 2

Question : _________ won the Japanese Formula 1 Grand Prix 2022.
Option 1: Charles Leclerc
Option 2: Sergio Perez
Option 3: Max Verstappen
Option 4: Carlos Sainz Jr.