Hockey is an 11 . a-side game, but a team may corsist of up to 16 players with uralimited substitutions allowod throughout a match of 70 minutes duration. foger captains the Buccancers hockey team. He has 16 players for today's match. Ho will play the whole match himsell, as will the goalkeeper. He intends to rotate all the other players in such a way that each of them spends the sarme rotal ampunt of time on the pitch. How ruich time should each player (werept foger and the goalkeeper) spend on the pitch during today's match?

Commutative b) Associative c) Multiplicativ e identity d) distribu (3) \( 5,990 \approx \) \( \qquad \) To nearest ten a) 6,000 b) 5,000 c) 5,900 d) 5,100 (4) 5 minutes, 10 seconds = \( \qquad \) seconds a) 15 b) 50 c) 310 d) 130 (5) 34 millions, 97 thousands= \( \qquad \) a) \( 3,497,000 \) b) \( 9,734,000 \) c) \( 34,000,097 \) d) 34,097,

(3) \( 5,990 \approx \) \( \qquad \) To nearest ten a) 6,000 b) 5,000 c) 5,900 d) 5,100 (4) 5 minutes, 10 seconds = \( \qquad \) seconds a) 15 b) 50 c) 310 d) 130 (5) 34 millions, 97 thousands= \( \qquad \) a) \( 3,497,000 \) b) \( 9,734,000 \) c) \( 34,000,097 \) d) 34,09 (6) \( 36 \times 7=210+ \) \( \qquad \) a) 6 b) 7 c) 42 d) 420

ath questions bank Fourth grade primary oose the correct answer: he value of the digit 4 in the number \( 23,694,501 \) is 100 b) 4,000 c) 40,000 d) 400,000 ahma wrote \( 7 \times 4=4 \times 7 \) using the \( \qquad \) property

What is the value of \( 5^3 \)?

\( \begin{array}{l} \text { Logic Which equation is true? }\\ \begin{array}{l} 8 \times 0 ? 8+0 \\ 6+1 ? 6 \times 1 \end{array}\\ \begin{array}{l} 3 \times 1 \stackrel{?}{=} 3+1 \\ 4 \times 1 \stackrel{?}{=} 4+0 \end{array} \end{array} \)