Evaluate 5z^2 when z = 3 and when z = -3
2 answers:
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Answer:
At least 7 more students need to sign up for the field trip to be scheduled
Explanation:
Assume that the least number of students remaining to register for the trip to be scheduled is x.
total number of students = students who already registered + x
We are given that, the least number of students required for this trip is 30. This means that:
total number of students ≥ 30
Now, we know that 23 students already registered.
The inequality now is:
x + 23 ≥ 30
x ≥ 30 - 23
x ≥ 7
This means that at least 7 more students must register for the trip to be scheduled.
Hope this helps :)
Answer:
At least 7 more students need to sign up for the field trip to be scheduled
Explanation:
Assume that the least number of students remaining to register for the trip to be scheduled is x.
total number of students = students who already registered + x
We are given that, the least number of students required for this trip is 30. This means that:
total number of students ≥ 30
Now, we know that 23 students already registered.
The inequality now is:
x + 23 ≥ 30
x ≥ 30 - 23
x ≥ 7
This means that at least 7 more students must register for the trip to be scheduled.
Hope this helps :)
Solution:
Properties of Square
1. All sides are equal.
2. Opposite sides are parallel.
3. Diagonals are equal and bisect each other at right angles.
As, given point of intersection of diagonals of square is (-1,4).
And, One of the sides of the quadrilateral is bounded by (2,7) and (-3,5).
Drawn the picture of square below,
Let, the third and fourth vertices of square be (x,y) and (p,q).
As, diagonals of square bisect each other. So,
So, third and fourth vertices are (-4,1) and (1,3).
