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Sagot :
Since z varies jointly as x and y, the value of z when x = 7 and y= 8 is; 112
According to the question, z varies jointly with X and y.
- In essence, the relationship between z, x and y can be written as;
z = kxy
- where k= constant of proportionality.
We therefore need to find k first, from the first set of values of z, ,x and y.
Then;
- 42 = k × 3 × 7
- k = 42/21
- k = 2.
Consequently, the value of z when x = 7 and y = 8 is as follows;
- z = 2 × 7 × 8.
z = 112.
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