A 36-year-old man with diabetes mellitus complicated by microalbuminuria is seen for routine follow-up and is found to have asymptomatic hypercalcemia
Laboratory investigations show the following:
Test |
Value |
S. Potassium |
4.3 mEq/L |
S. sodium |
140 mEq/L |
S. Creatinine |
1.4 mg/dl |
S. Calcium |
11.2 mg/dl |
S. Albumin |
4.0 g/dl |
S. Phosphorus |
2.4 mg/dl |
iPTH |
110 pg/ml |
25-OH vitamin D |
48 ng/ml |
A. What is your differential diagnosis?
B. Diagnostic approach for hypercalcemia:
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Normal vit D
A. What is your differential diagnosis?
1. Primary hyperparathyroidism , familial hypocalciuric hyperglycemia , Sarcoidosis. Malignancy, multiple myeloma, granulomatous disease. vit D excess or milk alkali syndrome
B. Diagnostic approach for hypercalcemia:
– History and exam
– Review medication and supplements
– Repeat a.Ca and PTH, 25OH vitamin D, RFT, CXR , PTH level TFT, isotope CamScanner on parathyroid gland, ESR and ca in urine with creatinine ratio
Hyper Ca with high PTH:
1. Primary hyperparathyroidism
2. Familial hypocalciuric hyperglycemia
My approach:
First step: symptomatic or not, treat if yes.
Next step: not symptomatic
If high iPTH
Low/low normal iPTH
Measure PTHrP and vitD level
A- hyper ca for work up less likely 2nd and more 1st PTH with low phos level
medication
malignancy
and another less common cause FHH, tb sarcoidosis …..
B- ca in urine with creatinine ratio
detailed history and exam
ESr and work up if suspected malignancy
exclude drugs induce hyper ca
What is your differential diagnosis?
high corrected Ca with incresing hyperparathyrroid primary hyperparathyroidism arcoidosis, tuberculosis, Paget disease, multiple endocrine neoplasia (MEN), cancer, vitamin D toxicity, familial hypocalciuric hypercalcaemia
medications such as lithium and hydrochlorothiazide.
Diagnostic approach for hypercalcemia:
Once calcium is confirmed to be elevated, a detailed history taken from the subject, including review of medications, any vitamin supplementations, herbal preparations, and previous calcium values.
Chronic elevation of calcium with absent or mild symptoms often points to primary hyperparathyroidism or Familial hypocalciuric hypercalcemia. For those who has underlying malignancy, the cancers may be sufficiently severe to show up in history and examination to point towards the diagnosis with little laboratory investigations.
If detailed history and examination does not narrow down the differential diagnoses, further laboratory investigations are performed. Intact iPTH with high urine calcium/creatinine ratio (more than 0.03) is suggestive of primary hyperparathyroidism, usually accompanied by low serum phosphate.
High iPTH with low urine calcium/creatinine ratio is suggestive of familial hypocalciuric hypercalcemia. Low iPTH should be followed up with Parathyroid hormone-related protein (PTHrP) measurements (though not available in all labs). Elevated PTHrP is suggestive of malignancy.
Normal PTHrP is suggestive of multiple myeloma, vitamin A excess, milk-alkali syndrome, thyrotoxicosis, and immobilisation. Elevated Calcitriol is suggestive of lymphoma, sarcoidosis, granulomatous disorders, and excessive calcitriol intake. Elevated calcifediol is suggestive of vitamin D or excessive calcifediol intake
ECG
Primary hyperparathyroidism.
CKD
hypervitaminosis
vitamin D toxication
granulomatosis diseases
malignancy
approach for entire hypercalcemia history, drug history
PTH suppress test
urine calcium ..
imaging for ruling out malignancy
DDX
Primary hyperparathyroidism
tertury hyperparathyroidism
malignancies
granulomatous disease.
vit D excess
drug induced
FHH
Approach:
As this patient in early stage of CKD with hypophosphatemia and elevated PTH , so this mainly a primary hyperparathyroidism.
detailed history especially drug, full examination for any markers of malignancies.
we should know the GFR , repeat the above values , iPTH , sestamibi scan for PT gland .
Hypercalcaemia with elevated PTH:
Primary hyperparathyroidism
Tertiary hyperparathyroidism
FHH
Dxic approach
A) D.D
Hypervitaminosis D
primary hyperparathyroidism
FHH
Malignancy
Granulomatous disease
medication :thiazides
B) 24 h urinary ca
chest X-ray
revise medication
A
B
90% of hypercalcemia is caused by either hyperparathyroidism and Malignancy, the approach should concentrate along this was by measuring iPTH hormone and examination (Clinical, biochemical, and radiological) looking for common malignancies.
if these are negative then we should be looking for the rare 10%
What is your differential diagnosis?
Primary hyperparathyroidism
Familial benign hypercalcemia.
Vitamin D excess.
Granulomatous diseases
Milk-alkali syndrome.
Drugs eg Thiazide diuretics
B. Diagnostic approach for hypercalcemia:
Revise medications
Repeat Labs for confirmation
Chest Xray
24 hours urinary calcium .
A: Differential Diagnosis:
Despite having microalbuminuria, the renal function is NORMAL – thus excluding
Secondary and Tertiary Hyperparathyroidism
I would consider:
Primary Hyperparathyroidism
Granulomatous Disease
Men 1 and 2A
B: Approach:
Thorough physical examination: enquire about Drugs and Supplements as well as
any symptoms
Repeat the Ca and PTH
CXR and CT Chest and abdomen
1,25(OH)D and 25(OH)D
Differential diagnosis
hyperparathyroidism (sporadic)
Inherited variants
Multiple endocrine neoplasia (MEN) syndromes
Familial isolated hyperparathyroidism
Familial hypocalciuric hypercalcemia
Non-parathyroid mediated
Hypercalcemia of malignancy
Increased calcitriol (activation of extrarenal 1-alpha-hydroxylase)
Osteolytic bone metastases and local cytokines
Vitamin D intoxication
Chronic granulomatous disorders or other illnesses characterized by granuloma formation
Increased calcitriol (activation of extrarenal 1-alpha-hydroxylase)
Medications
Thiazide diuretics
Lithium
Teriparatide
Abaloparatide
Excessive vitamin A
Theophylline toxicity
Hyperthyroidism
Acromegaly
Pheochromocytoma
Adrenal insufficiency
Immobilization
Parenteral nutrition
Milk-alkali syndrome
Diagnostic approach for hypercalcemia:
1- The first step is to verify with repeat measurement (total calcium corrected for albumin) that there is a true increase in the serum calcium concentration.
previous values for serum calcium should also be reviewed. .
Primary hyperparathyroidism is often associated with borderline or mild hypercalcemia (serum calcium concentration often below 11 mg/dL [2.75 mmol/L]). Values above 13 mg/dL (3.25 mmol/L) are unusual in primary hyperparathyroidism, although they do occur; they are more common in patients with malignancy-associated hypercalcemia.
What is your differential diagnosis?
Primary hyperparathyroidism
Familial benign hypercalcemia.
Vitamin D excess.
Granulomatous diseases
Milk-alkali syndrome.
B. Diagnostic approach for hypercalcemia:
1-review medication/clinical evaluation to rule out causes as malignancies
i PTH
if high or normal =check Ca urine
(1) if low means familial benign hypercalcemia.
(2) if high means Primary hyperparathyroidism.
if low check PTHrp
-IF low vit D excess or milk alkali syndrome or hyperthyroidism
-if high means lymphoma or granulomatous disease.
A case of hypercalcemia and hyperparathyroidism
Differential diagnosis:
1-primary hyperparathyroidism
2-Familial hypocalcuric hypercalcemia
3-malignancy(MM)
4-vitamin A intoxication
5-granulomatus disease(sarcoidosis)
6-Thyrotoxicosis
7-Milk alkali syndrome
Diagnostic approach for hypercalcemia:
Laboratory evaluation — The initial goal of the laboratory evaluation is to differentiate parathyroid hormone (PTH)-mediated hypercalcemia (primary and tertiary hyperparathyroidism, and familial hyperparathyroid syndromes) from non-PTH mediated hypercalcemia (primarily malignancy, vitamin D intoxication, granulomatous disease).
Thus, once hypercalcemia is confirmed, the next step is measurement of serum PTH.
A frankly elevated PTH concentration in the setting of hypercalcemia is highly likely the result of primary hyperparathyroidism.
Mid- to upper-normal or minimally elevated parathyroid hormone — Ten to 20 percent of patients with primary hyperparathyroidism have a serum PTH concentration in the upper end of the normal range; such a “normal” level (ie, not suppressed but not frankly elevated) is also virtually diagnostic of primary hyperparathyroidism since it is still inappropriately high considering the presence of hypercalcemia. However, in this circumstance, the diagnosis of familial hypocalciuric hypercalcemia also should be considered, and urinary calcium excretion (24-hour urinary calcium or calcium-to-creatinine ratio) should be measured.
A low or low-normal serum intact PTH level (below 20 pg/mL) is most consistent with non-PTH-mediated hypercalcemia.
PTH-related protein — Humoral hypercalcemia of malignancy is one of the most common causes of non-parathyroid hormone (PTH)-mediated hypercalcemia. It should be particularly suspected if there is clinical evidence of malignancy, usually a solid tumor, and the hypercalcemia is of relatively recent onset.
Vitamin D metabolites — Serum concentrations of the vitamin D metabolites, 25- hydroxyvitamin D (25[OH]D, calcidiol) and 1,25-dihydroxyvitamin D (calcitriol), should be measured if there is no obvious malignancy and PTH is not elevated.
Additional laboratory data (including SPEP and urinary protein electrophoresis [UPEP] for possible multiple myeloma, TSH, vitamin A).
A. What is your differential diagnosis?
Patient is having hypercalcemia with hyperparathyroidism, Low PH, normal Vit D, and high normal Cr levels.
Hypercacemia is PTH dependent here, hence the differential diagnosis for such biochemical parameters results: PHPT or FHH
As PH level is low, the pretest probability is higher for PHPT
THPT is less likely as the patient is just heading toward CKD, and I would expect much higher Cr level with THPT.
B. Diagnostic approach for hypercalcemia:
The diagnostic approach for PTH dependent hypercalcemia would be ordering 24 urine Ca, Cr, spot urine with U&E at same time to calculate Ca/Cr ratio and fractional excretion of Ca. If if it’s > or = 0.01, goes with PHPT, or it is < 0.01, goes with FHH.
What is your differential diagnosis?
Primary Hyperparathyroidism
Malignancy associated hypercalcemia
Drug associated hypercalcemia such as thiazide diruretics
Familial hypocalciuric hypercalcemia
others: granulomatous disease, pancreatitis
Diagnostic approach for hypercalcemia
investigate drug history
Repeat the serum calcium and Albumin
Urinary calcium and creatinine level
CXR ,PTH level
A-DD malignancy associated with hypercalcimia as multiple myeloma, familial hypocalciuria hypercalcimia,drug induced hypercalcimia as thiazid diuretic, hyperparathyroidism .
B- diagnostic approach for hypercalcimia
History of patient symptoms and other possible cause drug history then do the following investigation plasma proteins electrophoresis to exclude multiple myeloma, vit d level saitaamipiscan to exclude hyperparathyroidism
Differential diagnosis
In this case; the most probable diagnosis;
Diagnosis approach
References;
UptoDate 2023
Having high Ca low phosphorus with high PTH and normal vitamin D is consistent with primary hyperparathyroidism, which could be hyperplasia or nodule. we need to perform USG and parathyroid scintigraphy
What is your differential diagnosis?
Primary hyperparathyroidism (sporadic) Inherited variants
Multiple endocrine neoplasms (MEN) syndromes
Familial isolated hyperparathyroidism
Familial hypocalciuric hypercalcemia
Hypercalcemia of malignancy
Vitamin D intoxication
Chronic granulomatous disorders
medications
Miscellaneous(Hyperthyroidism, Acromegaly, Pheochromocytoma, Adrenal insufficiency, ImmobilizationParenteral nutritional, milk-alkali syndrome
B. Diagnostic approach for hypercalcemia:
–Confirm hypercalcemia: repeat lab for confirmation
-check the medication
-check PTH:
it is mildly elevated in relation to the CKD stage
primary hyperparathyroidism Vs the diagnosis of familial hypocalciuric hypercalcemia also should be considered, and urinary calcium excretion (24-hour urinary calcium or calcium-to-creatinine ratio) should be measured–
pt. is DM ,DN ,hyper vit.D associated with hypercalcemia
pt. may be 1-)
ingestion of phosphate rich food
calcium supplement
medication vit.d
2-) investigation >>> consider urine calcium excretion ratio
if Hight >>>>>hyperparathyroidism 1ry or 2ndry
if low >>> familial hypocalciuric hypercalcemia
3- investigate to rule out malignancy – -TB , MM ,
A. Iatrogenic from Calcium supplements, primary hyperparathyroidism, granulomatous disease like sarcoidosis or TB, multiple myeloma
B. Chest x ray, IGRA, 1.25 vitD,
Urine calcium to creatinine ratio
A. Primary hyperparathyroidism,
Familial hypocalciuric hypercalcemia , Granulomatous diseases e.g. sarcoidosis, tuberculosis.
Milk alkalai syndrome or excess in calcium supplement
B. Check ionized calcium, do a ultrasound for parathyroid glands,
Vitamin 1,25 OH level , chest x ray (sarcoidisis?), Serum electrophoresis (MGUS?)
Creatinine and Calcium level in urin
This patient has eGFR of stage 2 ckd in the sitting of diabetic nephropathy
his hypercalcemia could be due to high Ca intake and the use of Vit D .
In the early stage of ckd better to avoid Ca supplements and ROD is starting early in CKD stages.
He could have another cause of hypercalcemia, like Primary hyperparathyroidism, granulomatous disease,
A diagnostic approach for hypercalcemia:
Hypercalcemia is a relatively common clinical problem. Among all causes of hypercalcemia, primary hyperparathyroidism and malignancy are the most common,

THIS PATIENT HAD IMPAIRED KFT WITHPROTEINURIA CKD STAGE 2 , DIABETIC NEPHROPATHY OR OTHER CAUSE NEEDS FOR OPHTHALMOLOGY CONSULTATION TO BE STARTED IF NOT YET ON ACEi OR ARBs , IF TYPE 2 BETTER TO BE ON SGLTEi +- GLP 1 RA , FOR HYPERCALCEMIA NEEDS FOR FURTHER INVESTIGATION ( IONIZED CALCIUM , URINARY CALCIUM AND CREATININE RATIO )
PRIMARY HYPERPARATHYROIEDISM NEEDS TO BE EXCLUDED
. What is your differential diagnosis?
B. Diagnostic approach for hypercalcemia:
1-review his medication .
2- clinical evaluation to rule out other causes as metastatic disease.
(2) if low check PTHrp ——–if (1) low check vit D——-IF low vit D excess or milk alkali syndrome or hyperthyroidism
if high means lymphoma or granulomatous disease.
36 yr.old male ckd stage II eGFR 67 ml/min/1.73m2, with PTH- mediated hypercalcemia,
DD:- primary hyperparathyroidism, multiple endocrine neoplasm type I and 2A
A. What is your differential diagnosis?
B. Diagnostic approach for hypercalcemia:
The best is follow an alogorithm to arrive at the diagnosis
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d/d
primary hyperparathyroid
familial hypocalciuric hypercalcaaemia
Check urine ca, Vitamin D and dependin on results consider imaging parathyroid gland
A-
36 years old with hypercalcemia and inappropriately high PTH level
my DD
1-primary hyperparathyroidism
2-familial hypocalcemic hypocalciuria
====================
i want to take full history :
familly history and to do 24 hours urinary calcium or fraction excretion of calcium to differtentiate between both
if low>>>FHH
if high >PTH related need to do imaging sestamibi scan
========================
b: diagnostic approach for hypocalcemia
a-take full history (hypercalcemia symptoms >polyuria ,polydipsia,desturbed conscious level ,depression ,abdominal pain ,constipation ,frequent passage of stone )
b-history to search the causes of hypercalcemia:
1-ask about general symptoms to r/o cancer (fever ,weight loss ,lumps or pupms ,history of cancer ,back pain and joint pain and hx of kidney problem ) to r/o metastasis or MM
2-rule out MEN 1 and 2a (by asking about headache or change of facial appearance or increase size of hand and shoes (acromegally ) or milky discharge from breast (prolactinoma), heart burn or pud ,or frequent hypoglycemia attacks (r/o pancreatic element ) and any neck swelling or familly hx gland problem or cancer,hx (MTC ) hx of hypertension in attacks associated with sweating ,palpitation (pheochromocytoma)
3-ask about joint pain and skin rash ,cough ,sob >>sarcoidosis
4-drug history :
diuretics >thiazide ,lithium ,calcium and vit D
5-family hx :
similar condition >FHH and MEN
=============
labs
1-confirm hypercalcemia by adjusted for albumin and repeat test
2-CXR ,PTH level
3-if PTH high or in ULN >>PTH related will do FEca>>IF low FHH
if high >>primary or tertiary HPT—sestamibi scan and RFT
4- if PTH low
a-rPTHp>>if high malignancy workup
b-if normal >>1.25 (OH)2D3 and 25(oh)d3—–
IF 1,25(oh)2d3 HIGH >>cxr ,ACE ,lymphoma screen (r/o granulamtous disease and lymphoma)
if both normal
r/o endocrinal disorders (TFTS ,CORTISOL LEVEL )
2-milk alkali syndrome
3-MM
vitamin A
A. What is your differential diagnosis?
B. Diagnostic approach for hypercalcemia: