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NAT IIP Physical Science Mathematics Preparation Online Test for Pakistani Students
NAT II Physical Science Mathematics
Try the NAT II Physical Science Mathematics.
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Total Questions15
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Time Allowed20
ClassName Chapter Wise Test
Here is List Of ClassName Chapter Wise Tests
| Ch. # | Test Name | MCQs Available | PDF File | Answers Mode | Launch Test |
|---|---|---|---|---|---|
| 0 | NAT-IE Pre Engineering Mathematics Hard Test | 392 | Download PDF | MCQ Answers | Launch Test |
| 0 | NAT-ICS Computer Science Mathematics Hard Test | 392 | Download PDF | MCQ Answers | Launch Test |
| 0 | NAT IIP Physical Science Mathematics Hard Test | 392 | Download PDF | MCQ Answers | Launch Test |
| 0 | Mathematics General Science Test Hard Mode | 392 | Download PDF | MCQ Answers | Launch Test |
| 0 | NAT II Physical Science Mathematics | 392 | Download PDF | MCQ Answers | Launch Test |
Here you can prepare NAT-IIP Physical Science Mathematics Test. Click the button for NAT-IIP Physical Science Mathematics 100% free full practice test.
Top Scorers of Online MCQ Test for Biology Class 10
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12 -
Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12 -
Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
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Muhammad Hasan Ali 04 - Feb - 2024 01 Mins 04 Sec 12/12
NAT II Physical Science Mathematics (MCQs With Answers)
| Sr. # | Questions | Answers Choice |
|---|---|---|
| 1 | The nth term in G.P 3,-6,12,....................... is | 3(-2)<sup>n-1</sup> 2(-2)<sup>n+1</sup> 3(-2)<sup>n</sup> 4(-2)<sup>n-1</sup> |
| 2 | The Domain of f(x) = log x is | |
| 3 |
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| 4 | If c is a constant number and if f is the function defined by the equation f(x) = c for all values of x, then f is differentiable at every x and f is defined the equation f(x) = _________ | f 1 C 0 |
| 5 | The multiplicative inverse of x such that x = 0 is | -x does not exist 1/x 0 |
| 6 | If 0 < n < 1, n is a rational number, the number of terms in the expansion of (1 + X)<sup>n</sup>are | n + 1 2n Infinitely many 2n<sup>2</sup> |
| 7 |
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1 0 -2 3 |
| 8 |
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| 9 |
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Free vector Null vector Unit vector None of these |
| 10 |
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