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Let length of each side of the triangle be 'a' cm. ATQ; 64√3 = (√3/4) X a2 Or, a2 = 256 So, a = 16 So, circum-radius of equilateral triangle = (a/√3) = (16/√3) cm
In the following question, match the sentences beginning in Column 1 with their appropriate endings in Column 2. Choose the option which shows the corr...
In the following questions two columns are given containing three sentences/phrases each. In first column, sentences/phrases are A, B and C and in the ...
In each of the following questions, two columns are given containing three sentences/ phrases each. A sentence or phrase from the first column may or m...
Match Column I and Column II and choose the correct match from the given choice
Column (1) | In the following question, a sentence is divided in to three parts, given in column 1, 2 and 3. Match the statements from column 1 with those in column... Directions: Match the words in Column A with their meanings in Column B, and choose the correct combination from the options given below:
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