NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 146

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UGC NET Paper 1

IMPORTANT

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$A, P, R, X, S$ and $Z$ are sitting in a row. $S$ and $Z$ are in the centre. $A$ and $P$ are at the ends. $R$ is sitting to the left of $A$ . Who is to the right of $P$ ?

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Important Questions on Mathematical Reasoning and Aptitude

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UGC NET Paper 1

IMPORTANT

NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 149

J, D, L, H and F each travelling to station, each one reaches at a different time. L reaches only after J and D reaches only before F. Who among them is third to reach?

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UGC NET Paper 1

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NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 150

P, Q, R, S, and T are sitting in a straight line facing North. P sits next to S but not to T. Q is sitting next to R who sits on the extreme left corner. Who sits to the left of S if T does not sit next to Q?

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NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 151

Which of the following has the largest value?

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IMPORTANT

NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 152

\frac{3}{5}

of

3245 + 32 %

of

6250 - {(?)}^{2} = 103

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UGC NET Paper 1

IMPORTANT

NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 153

13 \frac{2}{3} %

of

3300 + 25 %

of

184 = 40 %

of?

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IMPORTANT

NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 154

The largest of the following is:

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UGC NET Paper 1

IMPORTANT

NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 155

Find the value of

\frac{7}{4 \frac{2}{7}} + \frac{1}{3 \frac{11}{13}} + \frac{1}{(\frac{5}{9})}

.

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UGC NET Paper 1

IMPORTANT

NTA - UGC NET/SET/JRF>Chapter 5 - Mathematical Reasoning and Aptitude>Practice Exercises>Q 156

Ramu finishes

\frac{1}{3}

part of a work in

1

hour. How many parts of the work will he finish in

2 \frac{1}{5}

hours?