A farmer is growing a field of wheat plants. The height, $H$ cm, of each plant can be modelled by
Levels: SL
N23-MATHAA-SL-TZ2-P2-Q8 [Q-59B4A]
Give your answers to parts (a)(ii), (c)(i) and (d) correct to two decimal places. Daniela and Sorin have each recently
N23-MATHAA-SL-TZ2-P2-Q7 [Q-A3AB5]
The solid shown in the following diagram is comprised of a cylinder and two hemispheres. The cylinder has height $h$
N23-MATHAA-SL-TZ2-P2-Q6 [Q-54C6F]
The following table shows the probability distribution of a discrete random variable X, where $a, k \in \mathbb{R}^+$. $X$: 1,
N23-MATHAA-SL-TZ2-P2-Q5 [Q-1101F]
A particle moves along a straight line. Its displacement, $s$ metres, from a fixed point O after $t$ seconds is
N23-MATHAA-SL-TZ2-P2-Q4 [Q-8A108]
A company is designing a new logo in the shape of a letter “C”. The letter “C” is formed between
N23-MATHAA-SL-TZ2-P2-Q3 [Q-D4AA5]
Consider the function $f(x)=e^x-3x-4$.
N23-MATHAA-SL-TZ2-P2-Q2 [Q-8FC63]
The following diagram shows a pyramid with vertex V and rectangular base OABC. Point B has coordinates $(6, 8, 0)$,
N23-MATHAA-SL-TZ2-P2-Q1 [Q-75D8E]
Consider the function defined by $f(x)=x^2-8x$. The graph of $f$ passes through the point A(3, -15).
N23-MATHAA-SL-TZ2-P2-Q1 [Q-EB5C3]
Consider the function defined by $f(x)=x^2-8x$. The graph of $f$ passes through the point A(3, -15).