Formula Sheet for Physics 1D03 It is the student’s responsibility to know whether the formulae are correct and when they can be used. π≡ ππ ππ‘ π≡ ππ ππ‘ ππππ = [ π0 ππ = ππππππ 0 1 π(π‘) = ππ + ππ π‘ + ππ‘ " 2 π£# = π£$# + π# π‘ 1 π₯ = π₯$ + π£$# π‘ + π# π‘ " 2 π£#" − π£$" = 2π# (π₯ − π₯$ ) π£β9, < + π£β<, 3 = π£β9, 3 ∑ππππ = ππππ = ππ ππ‘ π+ = π+ π π* ≤ π* π πΉ* = −ππ₯ π, = π- = ππΌ π, = ππ" π = π$ + πΌπ‘ 1 π − π$ = π$ π‘ + πΌπ‘ " 2 π" − π$" = 2πΌ(π − π$ ) πΌ = [ π0 π0" 0 πΌ = πΌ38 + ππ·" π = ππΉ sin π = πΉπ πβ = πβ × πΉβ π£" π πΏ = πΌπ πΏ = ππ£π sin π π|π| π- = ππ‘ π = ∫ πΉ# ππ₯ (motion along π₯ axis) π = π ⋅ π (constaππ‘ force) ππ π= =π⋅π ππ‘ πΎ= π = ππ π£ = ππ 1 ππ£ " 2 π. = πππ¦ 1 π* = ππ₯ " 2 π³=π×π ππΏ π = πΌπΌ = ππ‘ 1 πΎ = πΌπ" 2 1 1 " πΎ = πΌ38 π" + ππ£38 2 2 π = πΔπ π = ππ πΎ/ + π/ = πΎ0 + π0 + π1.3. π₯ = π΄ cos(ππ‘ + π) π = ππ π = 2ππ = -! X π₯π‘ = π₯π π° ≡ W πππ‘ ≡ π -" ππππ = [ π0 ππ 0 π π=l π 2π π π=m π β πππ π=l πΌ