<p>= Year 7/8 = MEASUREMENT = Worksheet 2 1. How would you measure the thickness of an A4 sheet of 2. Write down the readings on the scales. paper? (a) 7 8 9 10 cm</p><p>(b) 13 14 g</p><p>3. Estimate how many large apples will make up 1 kg. 4. Which of the followings is a realistic estimate of the volume Estimate the “weight” of a large apple. Do not attempt to weigh of water in a half-filled bath tub? 10,000 mL, 250 L, 5 kL. the apples.</p><p>5. How would you measure the volume (cm3) of a large 6. If you look at the mirror reflection of a clock, the clock irregular shape pebble? hands move anticlockwise. What is the actual time during the day if the reflection of a clock is as shown below?</p><p>7. What is the temperature reading shown in the following 8. A student measures the length of a table five times with a thermometer? metre ruler. The measurements are 1.85 m, 1.86 m, 1.83 m, 1.88 m and 1.83 m. Find the average of these five measurements. Which measurement has the greatest deviation 0 from the average? </p><p>1oC</p><p>9. A glass full of water weighs 360 g. When the glass is half 10. A milk vat is half full. After adding 16 L of milk the vat full of water, it weighs 275 g. Find the “weight” of the glass. 2 becomes full. Find the capacity of the vat. 3</p><p>11. A full kettle can fill a teapot three and a half times. The full Numerical, algebraic and worded answers.</p><p>1 1 9 8 7 6 5 4 3 2 1</p><p>1 0 ...... </p><p> teapot can pour four and a third cups of tea. How many full . . </p><p>1 1 A M 2 A ( M</p><p></p><p> o d i p w 2 b r r</p><p> a</p><p>1 9 9 . 5</p><p> t</p><p> n</p><p>1</p><p> u e</p><p> b b</p><p>8 f i e 0 y</p><p> h )</p><p> e e</p><p> a</p><p>5 6 0 0</p><p> f a</p><p>.</p><p> l</p><p> b</p><p> o o</p><p>5 0 </p><p> e t</p><p>5</p><p> t a a</p><p> f 8 e</p><p> t</p><p> m</p><p>5</p><p> h</p><p> h</p><p> e b e</p><p> u u</p><p> c L g L cups of tea can the full kettle make? s s</p><p> o r</p><p>.</p><p> t</p><p> c g 0</p><p> e</p><p>C e 8</p><p> r r ,</p><p> u u</p><p> u</p><p> l</p><p> t t</p><p> o </p><p> m</p><p> e e </p><p>0 o</p><p> d</p><p> r r</p><p> p</p><p> e</p><p>3 t w e 5</p><p> p</p><p> c</p><p> n .</p><p> e . f e</p><p> a</p><p> i</p><p> n</p><p> s</p><p> a</p><p>,</p><p>: </p><p> e m</p><p> c P v</p><p> l a</p><p> a</p><p>5</p><p>A</p><p> c</p><p> o</p><p> a t</p><p>1</p><p> b </p><p> e</p><p> t i</p><p> p</p><p> l h</p><p> v</p><p>7</p><p> h </p><p> u</p><p> e d</p><p>.</p><p> b a</p><p>4</p><p> q</p><p> p</p><p>8</p><p> e</p><p> o</p><p> i</p><p>. (</p><p> r</p><p> g</p><p> c e</p><p> l</p><p> p</p><p> s</p><p> u</p><p> b </p><p> l</p><p>8</p><p> l</p><p> e</p><p> p</p><p> e </p><p> h t</p><p> a e</p><p> m u</p><p> a t</p><p>)</p><p> h</p><p>. t</p><p> a</p><p> n s h</p><p> c</p><p> h </p><p> m</p><p> t n</p><p> i</p><p>1 p</p><p>,</p><p> h</p><p> m d t e</p><p> c</p><p> e</p><p> t</p><p> o</p><p>3 e</p><p> e</p><p> e i </p><p> k</p><p> t</p><p> t</p><p> m</p><p> v r</p><p>. .</p><p> h</p><p> y n</p><p> c</p><p>6</p><p> s</p><p> p</p><p> o</p><p> o i</p><p> e</p><p> e</p><p>T 5</p><p> e</p><p> o c w</p><p> l</p><p> s</p><p> a v</p><p> u</p><p> b </p><p> h k</p><p> f</p><p> g s</p><p> s</p><p> e i</p><p> m</p><p> b </p><p> e n</p><p> t</p><p> u</p><p> r</p><p> o</p><p> h</p><p> l</p><p> e</p><p> r</p><p> e</p><p> e</p><p> f</p><p> t</p><p> e s</p><p> h a</p><p> s</p><p> a</p><p> e</p><p>Ó Copyright itute.com 2005 Free download & print from www.itute.com Do not reproduce by other means without permission Ó Copyright itute.com 2005 Free download & print from www.itute.com Do not reproduce by other means without permission</p>