A and B are two towers of equal height diametrically opposite on either side of the nadir point, at 3 km and 5 km distances. Which one of the following statements is correct? ?->(Show Answer!)

Question Set

1. A and B are two towers of equal height diametrically opposite on either side of the nadir point, at 3 km and 5 km distances. Which one of the following statements is correct?

Show Similar Question And Answers

QA->Read the statements carefully and answer the question which follow: A cube has six sides each of a different colour.The red side is opposite black.The green side is between red and black.The blue side is adjacent to white .The brown side is adjacent to blue.The red side is face down.The side opposite brown is:....

QA->Two statements are given followed by two conclusions I and II. You have to consider the two statements to be true even if they seem to be at variance from commonly known facts. You have to decide which one of the given conclusions is definitely drawn from the given statements. Statement : All virtuous persons are happy. No unhappy person is virtuous. Conclusions : I. Happiness is related to virtue II. Unhappy person is not virtuous.....

QA->Rahim travelled straight from point E to F at a distance of 5 km. From F he turned left and travelled 6 km and reached point G, there he took a left turn and travelled 5 km to reach point H. He took another left turn and travelled 2 km and reached point I. How far is he from the starting point ?....

QA->Average height of 10 students in a class is 150 cm. A boy of height 160 cm left the class and a boy of height 148 cm is admitted. Then what is the average height of the students in the class now?....

QA->Two points diametrically opposite on the surface of earth are called ?....

MCQ->A and B are two towers of equal height diametrically opposite on either side of the nadir point, at 3 km and 5 km distances. Which one of the following statements is correct?....

MCQ->In which direction point 'A is located with respect to point 'B'? I. A man starts walking from point 'A' towards east and after walking 3 metres reaches point 'N', he turns right and walks 7 metres to reach point 'M'. Then he turns right and walks 6 metres to reach point '0'. He again turns right and walks 7 metres to reach point 'P'. He. then, turns left and walks 2 metres to reach point 'B'. II. A man starts walking from point 'A' towards east and after walking 3 metres reaches point 'N'. From point 'N' he walks 7 metres towards south and reaches point 'M'. From point 'M' he walks 6 metres towards west and reaches Point '0'. From point '0' he walks 7 metres towards north and reaches point P. From point 'P' he walks towards west and reaches point 'B'. The distance between points A and B is 8 metres.....

MCQ->How far is point M from point S I.Point S is 7m to the south of point M. Point T is 4m to the east of point S. Point P is 4m to the north of point T. Point Q is to the west of point P. II.Point R is 4m to the west of point Q. Point S is 4m to the north of point Q. Point X is 4m to the north of point R. Point M is 11 m to the east of point X.....

MCQ->How far is point R from point T I. Point R is 5m to the north of point M. Point U is 4m to the east of Point R. Point T is to the west of point R such that points U,R and T form a straight line of 6m. II. Point Z is to the south of point T. Point U is 6m to the east of point T. Point M is 2m to the east of point Z. Point R is 5m to the north of point M. Point R lies on the line formed by joining points T and U.....

MCQ->How far is Point S from Point T I. Point S is 5m north of Point K. Point G is 4m to the east of Point S. Point P is 2.5 m to the north of Point G. Point R is 5.5m to the west of Point P. Point T is 2.5m to the south of Point R. II. Point T is 5m to the east of Point L. Point Z is 10m to the east of Point T. Points S and G lie between points Z and L, such that points Z, G, S and L form a straight line.....

Terms And Service:We do not guarantee the accuracy of available data ..We Provide Information On Public Data.. Please consult an expert before using this data for commercial or personal use | Powered By:Omega Web Solutions
© 2002-2017 Omega Education PVT LTD...Privacy | Terms And Conditions Question ANSWER With Solution