Q:

A) The data in Statement I alone are sufficient to answer the question, while the data in Statement II alone are not sufficient to answer the question. | B) The data in Statement II alone are sufficient to answer the question, while the data in Statement I alone are not sufficient to answer the question. |

C) The data in either Statement I alone are in Statement II alone are sufficient to answer the question. | D) The data in both the Statements I and II are not sufficient to answer the question. |

Answer:

Explanation:

Explanation:

From statement I, Area of square = 576 sq cm

Side of square = 24 cm

Area of rectangle = l × b

l × b = 600 sq cm

From statement II, Suppose the breadth of the

rectangle is x. Then side of the square = 2x

Combining both the information, we have

x =12 cm

Now, l × 12 = 600

$l=\frac{600}{12}=50cm$

Required ratio = $\frac{50}{24}=\frac{25}{12}=25:12$

Both the statements together are sufficient.

Q:

A) Only conclusion I follows | B) Only conclusion II follows |

C) Both conclusions I and II follow | D) Neither conclusion I nor conclusion II follows |

1
146

0
511

1
779

Q:

A) 13x3 + 92x2 - 55x + 4 | B) 13x3 - 92x2 - 55x - 4 |

C) 13x3 + 92x2 + 55x - 4 | D) 13x3 - 92x2 + 55x + 4 |

1
707

Q:

A) 253.17 cubic cms | B) 228.84 cubic cms |

C) 143.26 cubic cms | D) 257.68 cubic cms |

0
596

Q:

A) (2,4) | B) (-2,-4) |

C) (2,-4) | D) (-2,4) |

1
759

Q:

A) increased in the ratio 55:63 | B) decreased in the ratio 63:55 |

C) increased in the ratio 45:77 | D) decreased in the ratio 77:45 |

0
728

0
744