Question

please tell me please ​

Answer 1

Answer:

25N

Explanation:

Team A=120N+150N

=270N

Team B=110N+135N

=245N

To find the net force you have to subtract the smallest from the largest (that is 270N-245N)

By doing this you get 25N

Thus team A wins the game by applying more force

Hope it helps you.........

Please mark as brainliest!

Answer 2

$\large{\underline{\underline{\red{\sf{\hookrightarrow Given }}}}}$

• There are four boys divided into 2 teams of 2 boys each .
• Team A applies forces of 120N and 150N respectively.
• Team B applies a force of 110N and 135N respectively.

$\large{\underline{\underline{\red{\sf{\hookrightarrow To\:Find: }}}}}$

• The net resultant force.

$\large{\underline{\underline{\red{\sf{\hookrightarrow Formula\:Used: }}}}}$

In taking dirⁿ of force in consideration , we will add up the forces to obtain the resultant Force. Let us say two forces F and f act in opposite to dirⁿ of each other such that F > f , then net force will be ,

$\large\pink{\underline{\boxed{\purple{\tt{\dag F_{net}\:\:\:\:=\:\:\:\:F\:\:-\:\:f }}}}}$

$\large{\underline{\underline{\red{\sf{ \hookrightarrow Calculation:}}}}}$

Let's look at both teams seperately .

$\purple{\underbrace{\overbrace{\underline{\tt{\green{\leadsto TEAM \:A:-}}}}}}$

➤ Force applied by first boy = 120N .

➤ Force applied by second boy = 150N .

$\tt:\implies F_{net_1}=F_1+F_2$

$\tt:\implies F_{net_1}=150N + 120N$

$\underline{\boxed{\red{\tt{\longmapsto F_{net_1}\:\:=\:\:270N }}}}$

________________________________________

$\purple{\underbrace{\overbrace{\underline{\tt{\green{\leadsto TEAM \:B:-}}}}}}$

➤ Force applied by first boy = 110N .

➤ Force applied by second boy = 135N .

$\tt:\implies F_{net_2}=F_1+F_2$

$\tt:\implies F_{net_2}=110N + 135N$

$\underline{\boxed{\red{\tt{\longmapsto F_{net_2}\:\:=\:\:245N }}}}$

________________________________________

$\tt Now\:here\:we\:can\:see\:that :-$

$\red{\boxed{\green{\boxed{\blue{\tt\leadsto \:\:F_{net_1}\:\:\:\:>\:\:\:\:F_{net_2}}}}}}$

$\pink{\tt So\: , \:resultant\:force\:will\:be:-}$

$\tt:\implies F_{resultant}=F_{net_1}-F_{net_2}$

$\tt:\implies F_{resultant}=270N-245N$

$\underline\orange{\boxed{\red{\tt{\longmapsto F_{resultant}\:\:=\:\:25N }}}}$

$\underline{\purple{\bf{\leadsto Hence\: the\: resultant\:force\:is\:25N.}}}$