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posledela
3 years ago
13

Which statements best describe monsoons? Select 3 correct choices. They force cool, moist air from oceans to rise. They are wind

s that blow in the opposite direction of a normal wind. They bring rain in the summer and drought in the winter. They increase rainfall in South Asia, Africa, and Australia. They influence precipitation as wind moves near a mountain.
Social Studies
2 answers:
ahrayia [7]3 years ago
8 0

They are winds that blow in the opposite direction of a normal wind.

They bring rain in the summer and drought in the winter.

They increase rainfall in South Asia, Africa, and Australia.

Nikitich [7]3 years ago
3 0

Answer:

  • They are winds that blow in the opposite direction of a normal wind.
  • They bring rain in the summer and drought in the winter.
  • They increase rainfall in South Asia, Africa, and Australia.

Explanation:

The term monsoon refers to the wind that circulates in the reverse direction, occurs during the summer and brings strong precipitations but for a limited time. The term was developed in India where the annual monsoons usually leave high levels of precipitation which generates floods. It is also responsible for droughts during winter.

Monsoons do not occur only in India, it also occurs in West Africa, Australia and various areas of Asia.

<em>I hope this information can help you.</em>

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Dividing the polynomial P(x) by x + 3 yields a quotient Q(x) and a remainder of 7. If Q(3)=1, find P (3) and P(-3).
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1. The value of the polynomial P(3) obtained is 16

2. The value of the polynomial P(–3) obtained is 7

<h3>Remainder theorem</h3>

If F(x) is a polynomial and it is divided by C

to give Q and a remainder of D

Then,

Polynomial = (Quotient × divisor) + remainder

F(x) = (Q × C ) + D

Where

F(x) is the polynomial

Q is the quotient

C is the divisor

D is the remainder

<h3>1. How to determine the value of P(3)</h3>
  • Divisor = x + 3
  • x = 3
  • Quotient [Q(x)] = 1
  • Remainder = 7
  • Polynomial [P(3)] =?

Polynomial = (Quotient × divisor) + remainder

P(x) = [Q(x) × (x + 3)] + 7

P(3)= [Q(3) × (x + 3)] + 7

P(3) = [1 × (3 × 3)] + 7

P(3) = 9 + 7

P(3) = 16

<h3>2. How to determine the value of P(–3)</h3>
  • Divisor = x + 3
  • x = –3
  • Remainder = 7
  • Polynomial [P(–3)] =?

Polynomial = (Quotient × divisor) + remainder

P(x) = [Q(x) × (x + 3)] + 7

P(–3)= [Q(–3) × (–3 + 3)] + 7

P(–3) = [Q(–3) × 0] + 7

P(–3) = 0 + 7

P(–3) = 7

Learn more about polynomial:

brainly.com/question/16965629

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2 years ago
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