Mathematics

I am a Year 11 pupil. Explain an arithmetic progression in a Nigerian savings plan in the

I am a Year 11 pupil. Explain a scaling problem on a described plot of land in the style o

I am a Year 11 pupil. Explain proving the two tangent lengths equal in the style of a Camb

I am a Year 11 pupil. Explain the sine ratio in a real Nigerian measurement in the style o

I am a Year 11 pupil. Explain why the tangent of 90 degrees is undefined in the style of a

I am a Year 11 pupil. Explain the shortest distance in a described surveying problem in th

I am a Year 11 pupil. Explain finding a missing side with the sine rule in the style of a

I am a Year 11 pupil. Explain finding a missing side with the cosine rule in the style of

I am a Year 11 pupil. Explain deciding from the information given in a diagram in the styl

I am a Year 11 pupil. Explain reading a probability off a sample space diagram in the styl

I am a Year 11 pupil. Explain reading the probability of A or B from a Venn diagram in the

I am a Year 11 pupil. Explain adding across branches when several routes succeed in the st

I am a Year 11 pupil. Explain the symbols for union, intersection and complement in the st

I am a Year 11 pupil. Explain the complement of an intersection in the style of a Cambridg

I am a Year 11 pupil. Explain the region lying outside all three sets in the style of a Ca

I am a Year 11 pupil. Explain an ogive median set against the median of the raw data in th

I am a Year 11 pupil. Explain the interquartile range, and what it measures in the style o

I am a Year 11 pupil. Explain comparing two percentiles to describe spread in the style of

I am a Year 11 pupil. Explain judging whether a drawn line of best fit is reasonable in th

I am a Year 11 pupil. Explain estimating a frequency between two class boundaries in the s