Question

Write the coordinates of any two points which lie on the line-x + y = -7. How many such point exists?​

Answer 1

Answer:

write the coordinates fo any two points which lie no the line -x+y=-7 How mony such point exists

Answer 2

Step-by-step explanation:

Radius = 8

StartAngle = 0

Percentage = 12

x = 3 y = 4

Output : Point (3, 4) exists in the circle

sector

Input : Radius = 12

Startangle = 45

Percentage = 25

x = 3 y = 4

Output : Point (3, 4) does not exist in

the circle sector

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Input: A[] = {1, 0, 2, 1, 1}, B[] = {1, 1, 1, 0, 2}, K = 1

Output: Yes

Explanation:

Consider a point P(1, 1), then the Manhattan distance between P and all the given points are:

Distance between P and (A[0], B[0]) is |1 – 1| + |1 – 1| = 0.

Distance between P and (A[1], B[1]) is |1 – 0| + |1 – 1| = 1.

Distance between P and (A[2], B[2]) is |1 – 2| + |1 – 1| = 1.

Distance between P and (A[3], B[3]) is |1 – 1| + |1 – 0| = 1.

Distance between P and (A[4], B[4]) is |1 – 1| + |1 – 2| = 1.

The distance between all the given points and P is at most K(= 1). Therefore, print “Yes”.

Input: A[] = {0, 3, 1}, B[] = {0, 3, 1}, K = 2

Output: No