Students engage in two interactive scenarios: a simplified Capture the Flag game where teams program robots to steal flags, and a Science Quest where they collect environmental data to find ideal plant-growing conditions. Both activities blend coding, strategy, and teamwork.
Rescue Run – Intermediate
BiologyComputer ScienceScience
KailabRescue Run Ar Vr Mat
Language:
Standards
| Framework | Standards |
|---|---|
| ACARA | AC9E7LA05AC9M7A03AC9M7A04AC9M8A02AC9M8A03AC9M9A04AC9TDI6P02AC9M10A05AC9M7A04AC9M7A05AC9M9A05AC9M9SP01AC9TDI6P02 |
| Framework | Standards |
|---|---|
| NZC | Computational Thinking - PO3Mathematics - Use proportional reasoning to transform numbers and shapes, inc. right-angled triangles. Apply tables, equations, and graphs to explore patterns. Understand area, perimeter, and volume for 2D and 3D shapes. Use visual data to investigate and explain patterns, variations, and chanceComputational Thinking - PO3Mathematics - Use proportional reasoning to transform numbers and shapes, inc. right-angled triangles. Apply tables, equations, and graphs to explore patterns. Understand area, perimeter, and volume for 2D and 3D shapes. Use visual data to investigate and explain patterns, variations, and chance |
| Framework | Standards |
|---|---|
| UKNC | Computing KS3 - Understand several key algorithms that reflect computational thinking; use logical reasoning to compare the utility of alternative algorithms for the same problemComputing KS3 - Use two or more programming languages, at least one of which is textual, to solve a variety of computational problems; make appropriate use of data structures; design and develop modular programs that use procedures or functionsMathematics KS3 - Reduce a given linear equation in two variables to the standard form y = mx + c; calculate and interpret gradients and interceptsMathematics KS4 - Recognise, sketch and interpret graphs of linear functions, quadratic functions, simple cubic functions, the reciprocal function y = 1/xMathematics KS4 - Sketch translations and reflections of the graph of a given functionMathematics KS4 - Translate simple situations or procedures into algebraic expressions or formulae; derive an equation (or two simultaneous equations), solve the equation(s) and interpret the solutionComputing KS3 - Create, re-use, revise and re-purpose digital artefacts for a given audience, with attention to trustworthiness, design and usabilityComputing KS3 - Undertake creative projects that involve selecting, using, and combining multiple applications, preferably across a range of devices, to achieve challenging goals, including collecting and analysing data and meeting the needs of known usersComputing KS3 - Use two or more programming languages, at least one of which is textual, to solve a variety of computational problems; make appropriate use of data structures; design and develop modular programs that use procedures or functionsMathematics KS4 - Calculate or estimate gradients of graphs and areas under graphs, and interpret results in cases such as distance-time graphs, velocity-time graphs and graphs in financial contextsMathematics KS4 - Recognise, sketch and interpret graphs of linear functions, quadratic functions, simple cubic functions, the reciprocal function y = 1/xMathematics KS4 - Where appropriate, interpret simple expressions as functions with inputs and outputs |
| Framework | Standards |
|---|---|
| CA-CS | 3-5.AP.113-5.AP.123-5.AP.163-5.CS.23-5.DA.46-8.AP.136-8.AP.176-8.DA.59-12.AP.153-5.AP.113-5.AP.133-5.AP.146-8.AP.136-8.AP.146-8.AP.156-8.AP.166-8.AP.186-8.AP.196-8.AP.20 |
| CCSS | CCSS.ELA-LITERACY.RST.4-5.3CCSS.ELA-LITERACY.SL.5.1.BCCSS.MATH.CONTENT.4.MD.A.1CCSS.MATH.CONTENT.5.G.A.2CCSS.ELA-LITERACY.RST.4-6.3CCSS.MATH.CONTENT.4.MD.A.1CCSS.MATH.CONTENT.6.RP.A.3 |
| CSTA | 1B-AP-081B-AP-091B-AP-101B-AP-171B-DA-062-AP-102-AP-122-DA-083A-AP-131B-AP-081B-AP-101B-AP-111B-AP-121B-AP-172-AP-122-AP-132-AP-142-AP-162-AP-18 |
| FL-CS | SC.4.PE.1.2SC.4.PE.1.3SC.5.PE.1.2SC.5.PE.1.3SC.6.PE.1.1SC.6.PE.1.6SC.K12.CTR.2.1SC.K12.CTR.5.1SC.4.CS.2.1SC.4.CS.2.3SC.5.CS.2.2SC.5.CS.2.3SC.68.CS.2.5SC.68.CS.3.2SC.68.CT.1.1SC.68.DA.1.1 |
| ISTE | 1.3a1.3c1.5a1.5b1.5c1.5d1.6c1.1a1.5b1.5d1.6a1.6c1.7f |
| NGSS | 3-5-ETS1-23-5-ETS1-34-PS3-4MS-ETS1-2MS-ETS1-43-5-ETS1-24-ESS2-15-ESS2-1MS-ESS3-3 |
| NY-CS | 4-6.CT.104-6.CT.44-6.CT.84-6.CT.94-6.DL.24-6.NSD.24-6.AP.104-6.AP.114-6.AP.124-6.AP.134-6.CS.14-6.CS.24-6.DA.24-6.DA.34-6.DL.14-6.DL.24-6.IC.24-6.IC.3 |
| TEKS | 126.43.c.3.B126.43.c.4.B126.43.c.4.D126.7.B.10126.7.B.3126.7.B.5126.7.B.6126.7.B.8126.73.c.4.C126.73.c.1.A126.73.c.4.E126.73.c.4.F127.763.c.5.A127.763.c.6.C127.763.c.6.D127.763.c.7.F127.763.c.7.G |
| UT-CS | 3.AP.23.AP.34.CS.34.DA.35.AP.57.AP.38.AP.48.DA.4CSIII.AP.33.AP.13.AP.24.AP.35.AP.36.AP.46.CS.27.AP.27.AP.38.AP.5 |
Current Status
Not Enrolled
Enroll in this course to get access
Price
Free