The post contains Aptitude Test Basic Arithmetics Quizzes with Answers. The Basic Arithmetics Quizzes covers topics related to Percentages, Mixture Problems, Profit and Loss, Trade Discounts, Series of Discounts, Taxation, Interest, Bank Discounts, Compound Interest, Ratio, Proportion, Work and Tank Problems, Distance Problems, Combined Rates, and Weighted Average Problems. The Basic Arithmetics Quizzes are Mathematics Word Problem categories in different groups. Click the link below to start with the Quiz.
MCQs Islamic Quiz Urdu 6
The post is about the Online Islamic Quiz Urdu Test. There are 20 multiple-choice Questions related to Prophets and Quran-e-Majeed. Let us start with the Islamic Quiz Urdu test.
Online Multiple-Choice Questions about Islamic Quiz Urdu
Online Islamic Quiz Urdu
- مکہ کِس ہجری میں فتح ہوا؟
- قرآنِ مجید میں کِس صحابیؓ کا ذکر آیا ہے؟
- قرآنِ مجید میں کُل کتنے پیغمبروں کا ذکر آیا ہے؟
- ثانی آدم’’ کس پیغمبر کو کہتے ہیں؟’’
- حضرت ابراہیمؑ کو آگ میں ڈالا گیا تو وہ گلزار بن گئی۔ اس کا ذکر قرآن مجید میں کس سورہ میں آیا ہے؟
- آپ ﷺ کا اسم گرامی احمدﷺ کس سورت میں آیا ہے؟
- ابو الانبیاء کس پیغمبر کو کہا جاتا ہے؟
- حضرت موسیؑ کا حضرت ہارونؑ سے کیا رشتہ تھا؟
- کس پیغمبر کو مچھلی نے نگل لیا تھا اور وہ چالیس دن مچھلی کے پیٹ میں رہے؟
- غزوات کی تعداد کیا ہے؟
- زید بن حارثہؓ کا نام کس سورت میں آیا ہے؟
- حضرت محمد ﷺ نے کل کتنے حج کئے؟
- صفی اللہ سے کون س نبی مراد ہے؟
- کس نبی نے علم فلکیات کی ابتداء کی؟
- کس نبی نے علم الحساب کا آغاز کیا؟
- حضرت محمد ﷺ کے سال پیدائیش کو کیا کہا جاتا ہے؟
- مدینہ کی طرف ہجرت کرتے ہوئے، نبی کریم ﷺ نے جس اونٹنی پر سفر کیا، اس کا نام کیا تھا؟
- دنیا کا پہلا تحریری آئین کون سا ہے؟
- غزوہ احد کی شکست کی وجہ مال تھا، کس سورہ میں اللّٰہ تعالٰی نے مال کی محبت سے منع فرمایا ہے؟
- دہ دفعہ بسم اللّٰہ کس سورۃ میں ہے؟
MCQs Angles in a Segment of a Circle
The post is about the MCQs Angles in a Segment of a Circle. There are 10 multiple-choice type questions from chapter 12 of 10th Class Mathematics. Let us start with the MCQs Angles in a Segment of a Circle.
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MCQs Angles in a Segment of a Circle
- A circle passes through the vertices of a right-angled $\triangle ABC$ with $m\overline{AC}=3cm$ and $m\overline{BC}=4cm$, $m\angle C = 90^\circ$. The radius of the circle is:
- In the adjacent circular figure, central and inscribed angles stand on the same are $AB$
- In the adjacent figure if $m\angle 3 = 75^\circ$ then find $m\angle 1$ and $m\angle 2$
- Given that $O$ is the center of the circle, the angle marked $x$ will be
- Given that $O$ is the center of the circle, the angle marked $y$ will be
- In the figure, $O$ is the center of the circle, and $\overleftrightarrow{ABN}$ is a straight line. The obtuse angle $AOC=x$ is
- In the figure, $O$ is the center of the circle, then the angle $x$ is
- In the figure, $O$ is the center of the circle then the angle $x$ is
- In the figure, $O$ is the center of the circle then the angle $x$ is
- In the figure, $O$ is the center of the circle then the angle $x$ is
MCQs Chords and Arcs Class 10
The post is about MCQs Chords and Arcs from Chapter 11 of Class 10 Mathematics. There are 10 multiple-choice questions from Chords and Arcs. Let us start with the MCQs Chords and Arcs Quiz from 10th Class Mathematics.
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MCQs Chords and Arcs Mathematics Class 10
- A 4cm long chord subtends the central angle of $60^\circ$. The radial segment of this circle:
- The length of a chord and the radial segment of a circle are congruent, the central angle made by the chord will be:
- Out of two congruent arcs of a circle, if one arc makes a central angle of $30^\circ$ then the other arc will subtend the central angle of:
- an arc subtends a central angle of $40^\circ$ then the corresponding chord will subtended a central angle of:
- A pair of chords of a circle subtending two congruent central angles is
- If an arc of a circle subtends a central angle of $60^\circ$, then the corresponding chord of the arc will make the central angle of:
- The semi-circumference and the diameter of a circle both subtend a central angle of
- The chord length of a circle subtending a central angle of $180^\circ$ is always
- If a chord of a circle subtends a central angle of $60^\circ$ then the length of the chord and the radial segment are
- The arcs opposite to incongruent central angles of a circle are always